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23:00:00,64 +2022-04-30 23:30:00,40 diff --git a/alignment_guide.md b/alignment_guide.md new file mode 100644 index 0000000..183848b --- /dev/null +++ b/alignment_guide.md @@ -0,0 +1,107 @@ +# 🛠️ FastUMI 数据采集:T265 坐标系对齐与复位指南 + +在使用基于 Intel RealSense T265 的手持设备(如 FastUMI)进行机器人操作数据采集时,**“对齐”(Alignment)或“复位”(Reset)是最关键的一步**。 + +本指南将通过图文为您详细说明为什么需要对齐,以及如何正确地进行物理操作。 + +--- + +## 1. 为什么要进行“对齐”? + +T265 追踪相机(视觉里程计)没有内建的绝对坐标感。当你启动录制程序的瞬间,T265 会武断地宣布: +**“我现在所在的这个点就是宇宙的中心 (0,0,0),我现在的朝向就是正前方!”** + +### ❌ 如果不对齐(错误示范) + +如果你随便找个地方按下了“开始录制”,那么每次生成的轨迹数据都会落在不同的坐标系中。机器人学习算法看到的数据就像下面这样混乱: + +```mermaid +graph TD + subgraph "现实物理空间 (目标杯子位置固定)" + Cup((杯子)) + end + + subgraph "T265 记录的数据 (因启动点不同而错乱)" + A["演示 1: 在远点按下启动"] -->|导致| X1(("数据记录: 杯子在 10m 处")) + B["演示 2: 在近点按下启动"] -->|导致| X2(("数据记录: 杯子在 2m 处")) + end + + style Cup fill:#f9f,stroke:#333,stroke-width:2px + style X1 fill:#ff9,stroke:#333,stroke-width:2px + style X2 fill:#ff9,stroke:#333,stroke-width:2px +``` + +### ✅ 正确的对齐(锚点效应) + +通过在每次点击“开始录制”之前,将手持设备放置在**同一个物理锚点**,我们就强行把 T265 的“随机坐标系”和“机器人的绝对坐标系”绑定在了一起。 + +```mermaid +graph TD + A["物理锚点\n(如:桌角)"] -->|固定位置启动| B("T265: 这里是 0,0,0") + B -->|config.json 转换| C{"机器人基座:\n 锚点固定位位姿"} + C -->|输出数据| D["所有动作轨迹对齐"] + + style A fill:#bbf,stroke:#333,stroke-width:2px + style D fill:#bfb,stroke:#333,stroke-width:2px +``` + +--- + +## 2. 三种实用的物理对齐方案 + +为了确保每次启动时的位置和角度完全一致,以下是实验室中最常用的三种方案(按精度从低到高排列): + +### 方案一:桌面标记法(十字胶带) +**精度:⭐ | 成本:极低** + +这是最简单的方案,适用于对绝对精度要求不极端的任务。 + +1. **准备**:在操作台面上,用有色胶带贴一个明显的“十”字作为对齐点。 +2. **标定**:测量这个“十”字中心到机器人真实底座的物理距离(X, Y, Z),将数值填入 `config.json` 的 `base_position`。 +3. **操作**: + - 每次录制前,将手持夹爪的尖端(TCP)或者设备底部的固定点**垂直对准**十字中心。 + - 保持设备的朝向(例如:始终垂直于桌子边缘)。 + - 点击“开始录制”。 + +--- + +### 方案二:物理挡块法(推荐,最常用) +**精度:⭐⭐⭐⭐ | 成本:低** + +这是性价比最高的方法,能有效限制位置和角度误差。 + +1. **准备**:在操作台边缘,使用重物(如两块方正的铅块)或 3D 打印一个直角底座(Dock),用强力双面胶固定在桌面上。 +2. **标定**:测量挡块的内角顶点到机器人基座的距离,填入 `base_position`。 +3. **操作**: + - 每次录制前,将手持设备的手柄底部**紧紧靠住**挡块的直角内部。 + - 确保设备的背面贴紧挡块的一侧(保证朝向一致)。 + - 确认设备稳定后,点击“开始录制”。 + - 录制开始后,再把设备拿起来去执行操作。 + +--- + +### 方案三:机器人夹持法(最高精度) +**精度:⭐⭐⭐⭐⭐ | 成本:高(需要操作机械臂)** + +如果你的终极目标是在真实机器人上进行毫米级的抓取,这是最严谨的方法。 + +1. **准备**:编写一个简单的脚本,让真实机械臂移动到一个固定的“Home”位置(例如正前方,姿态垂直向下)。 +2. **操作**: + - 在录制开始前,操作者拿着 FastUMI 采集器,将采集器的夹爪与真实机器人的夹爪(或法兰盘特定位置)**物理对接**(例如:互相咬合,或者靠死)。 + - 此时,采集器的位姿被机械臂死死限制住了。 + - 第二个人在电脑上点击“开始录制”。 + - 录制开始后,操作者移开采集器,去执行演示动作。 +3. **配置**:此时 `config.json` 中的 `base_position` 就是机器人这个“Home”位置的精确坐标。 + +--- + +## 3. 常见问题排查 (Troubleshooting) + +| 现象 | 可能原因 | 解决办法 | +| :--- | :--- | :--- | +| **机器人回放时,动作总是偏向一侧几厘米** | `base_position` 测量不准,或者物理锚点移动了。 | 重新拿卷尺精确测量锚点到机器人底座的距离并更新 config。 | +| **机器人回放时,高度(Z轴)越来越低,最后砸桌子** | T265 启动时的俯仰角(Pitch)没对准。启动时可能手抖让设备往下倾斜了。 | 使用**物理挡块法**,确保启动时设备是绝对垂直/水平的。 | +| **轨迹偶尔会“瞬移”或大范围漂移** | T265 在采集过程中镜头被遮挡,或者周围环境特征太少(如大面积白墙)。 | 保证相机视野清晰;在桌面上放一些有纹理的物体帮助 T265 定位。 | + +--- +**总结**:数据采集的真理是——**垃圾进,垃圾出 (Garbage In, Garbage Out)**。花 10 分钟搭建一个稳固的对齐挡块,能为你省去后期数天的除错时间。 diff --git a/data/324.csv b/data/324.csv new file mode 100644 index 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+"10","Australia","AUS",1969,36620002239.8925,7.04415869047823,9.83350676378772,13.3341488776072,11.9548596244419,12263000,12.263 +"11","Australia","AUS",1970,41261059469.1455,7.17218249969342,10.1716961498439,13.2213234894957,12.9770370772488,12507000,12.507 +"12","Australia","AUS",1971,45138313360.9587,4.00393029937437,10.79604578564,12.9366812227074,12.6612743152044,12937000,12.937 +"13","Australia","AUS",1972,51954439252.3364,3.91269095266455,11.4464099895942,11.9735569896342,12.8257594495537,13177000,13.177 +"14","Australia","AUS",1973,63721973094.1704,2.61381945403487,12.4869927159209,11.0204081632653,14.1550216145572,13380000,13.38 +"15","Australia","AUS",1974,88809137803.9794,4.10258940908359,14.4120707596254,13.2167217086811,13.1519989378827,13723000,13.723 +"16","Australia","AUS",1975,97147343984.7057,1.35033806932037,16.5972944849116,14.7355252245541,14.2814973081627,13893000,13.893 +"17","Australia","AUS",1976,104894743476.617,2.58794616187579,18.8085327783559,13.3837261004891,13.5231273959598,14033000,14.033 +"18","Australia","AUS",1977,110174351915.577,3.59737724486371,21.1238293444329,14.6538261322228,14.0229047371161,14192000,14.192 +"19","Australia","AUS",1978,118309271373.787,0.896770386373419,22.8147762747138,14.593919517985,13.6281734720143,14358000,14.358 +"20","Australia","AUS",1979,134679086674.997,4.04351412008216,24.8959417273673,15.3604143119823,14.3119823208894,14514000,14.514 +"21","Australia","AUS",1980,149738161559.889,3.03420651964717,27.4193548387097,15.9126423096957,16.4394672222636,14692000,14.692 +"22","Australia","AUS",1981,176599326599.327,3.33785828158,30.0208116545265,16.7443542289866,14.9120673219158,14927000,14.927 +"23","Australia","AUS",1982,193721725697.893,3.32811935127086,33.4287200832466,16.8337415275958,13.5410377627157,15178000,15.178 +"24","Australia","AUS",1983,176986429574.169,-2.22014376028406,36.7845993756504,15.6274126169954,13.5947332240495,15369000,15.369 +"25","Australia","AUS",1984,193194167723.239,4.58113977595602,38.2414151925078,15.0090237899918,13.5802179772647,15544000,15.544 +"26","Australia","AUS",1985,180190994860.781,5.2492064621253,40.8168574401665,17.3096651980504,15.2599876551093,15758000,15.758 +"27","Australia","AUS",1986,181977476217.124,4.05513490026313,44.5109261186264,18.086140954431,15.0137418077684,16018400,16.0184 +"28","Australia","AUS",1987,189041159343.568,2.50532414245347,48.309053069719,17.0940111103721,15.4943135477231,16263900,16.2639 +"29","Australia","AUS",1988,235699941792.782,5.68105349873713,51.7950052029136,16.6447494335476,15.9841455057324,16532200,16.5322 +"30","Australia","AUS",1989,299317645142.904,3.86759656499176,55.6971904266389,16.9791507976235,15.1458682452284,16814400,16.8144 +"31","Australia","AUS",1990,310838014621.008,3.5645510463558,59.7814776274714,17.0703629800908,15.1435630573312,17065100,17.0651 +"32","Australia","AUS",1991,325358292127.776,-0.387546485670072,61.6805411030177,16.1917214061886,16.05904390178,17284000,17.284 +"33","Australia","AUS",1992,324878105052.68,0.442615830244435,62.3048907388137,16.4189385923175,16.6914039660164,17495000,17.495 +"34","Australia","AUS",1993,311528948847.667,4.0390788740615,63.3975026014568,17.8946157593692,17.5736634127858,17667000,17.667 +"35","Australia","AUS",1994,322201314424.075,3.97853397066716,64.6462018730489,18.5214131428989,18.0058916739311,17855000,17.855 +"36","Australia","AUS",1995,367216364716.365,3.8293687531652,67.6378772112383,19.8846667893329,17.9168848710084,18072000,18.072 +"37","Australia","AUS",1996,400302731411.229,3.87863127139082,69.4068678459938,19.3931375912388,18.9391943502546,18311000,18.311 +"38","Australia","AUS",1997,434568007512.913,3.96642048968603,69.5629552549428,18.9000001800858,19.1748110450196,18517000,18.517 +"39","Australia","AUS",1998,398899138574.239,4.57673936435452,70.1612903225807,20.4748536380903,19.5955769201339,18711000,18.711 +"40","Australia","AUS",1999,388395162301.04,5.01806394269731,71.2018730489074,20.8021606935129,18.3539555437955,18926000,18.926 +"41","Australia","AUS",2000,415034227218.489,3.94318908229896,74.3756503642039,21.6041545927346,19.4434818925066,19153000,19.153 +"42","Australia","AUS",2001,378215090694.43,1.93310572881344,77.6534859521332,22.1489118374042,22.2351816063772,19413000,19.413 +"43","Australia","AUS",2002,394486709920.469,4.00302228370373,79.9687825182102,20.7912269229902,20.7831361256753,19651400,19.6514 +"44","Australia","AUS",2003,466294700058.241,2.98574490463473,82.1540062434963,21.20985026754,19.1030041417487,19895400,19.8954 +"45","Australia","AUS",2004,611904253805.662,4.00110552014283,84.0790842872008,19.936527496033,17.2197648262353,20127400,20.1274 +"46","Australia","AUS",2005,692641708013.833,3.19031634041626,86.3423517169615,21.0293134437218,18.2853024685462,20394800,20.3948 +"47","Australia","AUS",2006,745521862833.184,2.83423251220411,89.4120707596254,21.7258081848393,19.9081266903614,20697900,20.6979 +"48","Australia","AUS",2007,851962785585.303,3.77732902959087,91.4932362122789,21.8769841818375,20.2305682650706,20827600,20.8276 +"49","Australia","AUS",2008,1052584601611.46,3.65776675972091,95.4734651404787,22.7390989651597,20.1886986630513,21249200,21.2492 +"50","Australia","AUS",2009,926448240318.068,1.92272729288334,97.1644120707596,22.8264756791295,23.0385074489272,21691700,21.6917 +"51","Australia","AUS",2010,1144260547872.81,2.05294200395332,100,20.8738652537682,19.842519200141,22031750,22.03175 +"52","Australia","AUS",2011,1394280784777.68,2.45110508268402,103.303850156087,20.5050985738418,21.4728411936199,22340024,22.340024 +"53","Australia","AUS",2012,1543411012579.91,3.89194002647891,105.124869927159,21.7681052912881,21.5189738107964,22742475,22.742475 +"54","Australia","AUS",2013,1573696522006.77,2.63948235705639,107.700312174818,21.285861624297,19.9877174384992,23145901,23.145901 +"55","Australia","AUS",2014,1464955475993.76,2.55833752286902,110.379812695109,21.5040832798588,21.0757650196519,23504138,23.504138 +"56","Australia","AUS",2015,1349034029453.37,2.35113644074406,112.044745057232,21.5344232529339,20.0129640731119,23850784,23.850784 +"57","Australia","AUS",2016,1208039015868.39,2.82731051096303,113.475546305931,21.5184465691816,19.2530266256288,24210809,24.210809 +"58","Australia","AUS",2017,1323421072479.07,1.95757542160659,115.686784599376,20.6226164342654,21.2703536282629,24598933,24.598933 diff --git a/data/code.txt b/data/code.txt new file mode 100644 index 0000000..44225e0 --- /dev/null +++ b/data/code.txt @@ -0,0 +1,103 @@ +#ȥ +df = df.drop_duplicates().reset_index(drop=True) +#ɾijһ +df2=df2.drop(cols,axis=1) +#ɾ +df.drop(index=[0, 1]) + +#dateתַ + +from datetime import datetime, date, time +d = date.fromisoformat('2018-09-22') +t = time.fromisoformat('16:28:22') +dt = datetime.fromisoformat('2018-09-22') + +sdate = pd.to_datetime(ds).strftime('%Y-%m-%d') +st = "2019-01-20 00:00:00" +dt = datetime.datetime.strptime(st, '%Y-%m-%d %H:%M:%S') +st = "2019-01-20" +dt = datetime.datetime.strptime(st, '%Y-%m-%d') +start=pd.to_datetime('2017-01-01') + + + +#޸ +train['tf_status'] = t1['tf_status'].astype(np.int64) + +#޸ +df['ds'] = pd.to_datetime(df['ds']) + +#޸ֶ +df.rename(columns={'#studentid':'studentid'}, inplace = True) + +# +df['year']=df.datetime.apply(lambda x: x.year) +df['month'] = df.datetime.apply(lambda x: x.month) +df['year'] = df['year'].astype(np.int64) +df['month'] = df['month'].astype(np.int64) + +#ɾֶ +df.drop(['#id'], axis=1, inplace=True) + +#鿴ж10% +print(df.weeks.quantile(np.arange(.9,1,.01))) + +# +df = df.set_index(['hetongdetailid']) + +#жϿֵ + +print(" cat ܹ %d ֵ." % df['cat'].isnull().sum()) + +print(" review ܹ %d ֵ." % df['review'].isnull().sum()) + +df[df.isnull().values==True] + +df = df[pd.notnull(df['review'])] + +# +df.sort_values(by="x1",ascending= False) + +#ģѯ +df_remark_tf[df_remark_tf["content_method"].str.contains(keystring)] + +#޸ֶ +df_appraise['deptid'] = df_appraise['deptid'].astype(np.int64) + +#޸(https://blog.csdn.net/zhangchuang601/article/details/79583551) +df.loc[1,['name','age']] = ['bb',11] +df.iloc[1,2] = 19#޸ijһ +df.loc[df[df.htid.isin(ids)].index,"y"]=1 + +#ݿ +df.to_sql(name='predict',con=mysql_engine,if_exists = 'replace') + +# +dt = datetime.datetime(year, month, 1) + +#鿴10%ݷֲ +print(movie_rating_count['totalRatingCount'].quantile(np.arange(.9,1,.01))) + +#-------plotly.express------------------------- +fig = px.line(df, x='date', y='y_true', + labels={'date':'', 'y_true':''}, + markers=True) +fig.update_xaxes(tickformat = "%Y-%m-%d", hoverformat = "%Y-%m-%d") +fig.update_layout(title_text="߲ҵͼ", title_x=0.5) +fig.show() + +---------------------------------- +1nohup command & + nohup jupyter notebook & + +2ҵPID(رǰִ̨еĽ̵IJ裬ҵPID) +ps -ef | grep xxxx +ps -ef 鿴еḶ̌grep xxxxҵxxxxĿ + +3kill +kill -9 PID + + + + + diff --git a/data/code2.txt b/data/code2.txt new file mode 100644 index 0000000..640da86 --- /dev/null +++ b/data/code2.txt @@ -0,0 +1,110 @@ +ȥ +df = df.drop_duplicates().reset_index(drop=True) +ɾijһ +df2=df2.drop(cols,axis=1) +ɾ +df.drop(index=[0, 1]) + +dateתַ + +from datetime import datetime, date, time +d = date.fromisoformat('2018-09-22') +t = time.fromisoformat('16:28:22') +dt = datetime.fromisoformat('2018-09-22') + +sdate = pd.to_datetime(ds).strftime('%Y-%m-%d') +st = "2019-01-20 00:00:00" +dt = datetime.datetime.strptime(st, '%Y-%m-%d %H:%M:%S') +st = "2019-01-20" +dt = datetime.datetime.strptime(st, '%Y-%m-%d') +start=pd.to_datetime('2017-01-01') + + + +޸ +train['tf_status'] = t1['tf_status'].astype(np.int64) + +޸ +df['ds'] = pd.to_datetime(df['ds']) + +޸ֶ +df.rename(columns={'#studentid':'studentid'}, inplace = True) + +# +df['year']=df.datetime.apply(lambda x: x.year) +df['month'] = df.datetime.apply(lambda x: x.month) +df['year'] = df['year'].astype(np.int64) +df['month'] = df['month'].astype(np.int64) + +ɾֶ +df.drop(['#id'], axis=1, inplace=True) + +鿴ж10% +print(df.weeks.quantile(np.arange(.9,1,.01))) + + +df = df.set_index(['hetongdetailid']) + +жϿֵ + +print(" cat ܹ %d ֵ." % df['cat'].isnull().sum()) + +print(" review ܹ %d ֵ." % df['review'].isnull().sum()) + +df[df.isnull().values==True] + +df = df[pd.notnull(df['review'])] + + +df.sort_values(by="x1",ascending= False) + +ģѯ +df_remark_tf[df_remark_tf["content_method"].str.contains(keystring)] + +޸ֶ +df_appraise['deptid'] = df_appraise['deptid'].astype(np.int64) + +޸(https://blog.csdn.net/zhangchuang601/article/details/79583551) +df.loc[1,['name','age']] = ['bb',11] +df.iloc[1,2] = 19#޸ijһ +df.loc[df[df.htid.isin(ids)].index,"y"]=1 + +ݿ +df.to_sql(name='predict',con=mysql_engine,if_exists = 'replace') + + +dt = datetime.datetime(year, month, 1) + +鿴10%ݷֲ +print(movie_rating_count['totalRatingCount'].quantile(np.arange(.9,1,.01))) + +#-------plotly.express------------------------- +#ͼ +fig = px.line(df, x='date', y='y_true', + labels={'date':'', 'y_true':''}, + markers=True) +fig.update_xaxes(tickformat = "%Y-%m-%d", hoverformat = "%Y-%m-%d") +fig.update_layout(title_text="߲ҵͼ", title_x=0.5) +fig.update_traces(marker=dict(size=3)) #ƵĴС +fig.show() + +#ɢͼ +fig = px.scatter(df, x="ʵ", y="ʵ",hover_data=['did','']) +fig.update_traces(marker=dict(size=4)) #ĴС +fig.show() + +---------------------------------- +1nohup command & + nohup jupyter notebook & + +2ҵPID(رǰִ̨еĽ̵IJ裬ҵPID) +ps -ef | grep xxxx +ps -ef 鿴еḶ̌grep xxxxҵxxxxĿ + +3kill +kill -9 PID + + + + + diff --git a/data/order_num.csv b/data/order_num.csv new file mode 100644 index 0000000..ff9ac8b --- /dev/null +++ b/data/order_num.csv @@ -0,0 +1,896 @@ +date,num_people,num_order +2019-01-01,1046.0,295.0 +2019-01-02,733.0,191.0 +2019-01-03,695.0,222.0 +2019-01-04,580.0,193.0 +2019-01-05,844.0,285.0 +2019-01-06,865.0,308.0 +2019-01-07,583.0,168.0 +2019-01-08,560.0,172.0 +2019-01-09,593.0,221.0 +2019-01-10,573.0,186.0 +2019-01-11,642.0,208.0 +2019-01-12,840.0,259.0 +2019-01-13,833.0,235.0 +2019-01-14,688.0,217.0 +2019-01-15,655.0,213.0 +2019-01-16,838.0,256.0 +2019-01-17,663.0,222.0 +2019-01-18,906.0,295.0 +2019-01-19,964.0,296.0 +2019-01-20,955.0,298.0 +2019-01-21,645.0,208.0 +2019-01-22,824.0,261.0 +2019-01-23,730.0,217.0 +2019-01-24,949.0,283.0 +2019-01-25,965.0,280.0 +2019-01-26,848.0,255.0 +2019-01-27,994.0,285.0 +2019-01-28,989.0,272.0 +2019-01-29,897.0,279.0 +2019-01-30,895.0,285.0 +2019-02-01,970.0,361.0 +2019-02-02,1382.0,467.0 +2019-02-03,1424.0,468.0 +2019-02-04,360.0,105.0 +2019-02-05,1193.0,353.0 +2019-02-06,1297.0,366.0 +2019-02-08,1404.0,440.0 +2019-02-09,1225.0,358.0 +2019-02-10,1079.0,355.0 +2019-02-11,1189.0,344.0 +2019-02-12,1024.0,323.0 +2019-02-13,1218.0,338.0 +2019-02-14,1508.0,445.0 +2019-02-15,1063.0,341.0 +2019-02-16,1110.0,389.0 +2019-02-17,980.0,337.0 +2019-02-18,1040.0,340.0 +2019-02-19,752.0,222.0 +2019-02-20,913.0,294.0 +2019-02-21,940.0,281.0 +2019-02-22,922.0,297.0 +2019-02-23,1138.0,362.0 +2019-02-24,1126.0,381.0 +2019-02-25,653.0,214.0 +2019-02-26,609.0,174.0 +2019-02-27,677.0,185.0 +2019-03-01,926.0,240.0 +2019-03-02,1275.0,335.0 +2019-03-03,1197.0,350.0 +2019-03-04,461.0,144.0 +2019-03-05,883.0,236.0 +2019-03-06,631.0,166.0 +2019-03-07,722.0,197.0 +2019-03-08,1567.0,407.0 +2019-03-09,1318.0,305.0 +2019-03-10,1211.0,308.0 +2019-03-11,847.0,162.0 +2019-03-12,770.0,184.0 +2019-03-13,603.0,160.0 +2019-03-14,685.0,158.0 +2019-03-15,807.0,208.0 +2019-03-16,1095.0,305.0 +2019-03-17,990.0,279.0 +2019-03-18,644.0,220.0 +2019-03-19,892.0,236.0 +2019-03-20,842.0,236.0 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C000022 人力资源" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df = pd.read_csv( './data/sogou2006_clean.csv')\n", + "len(df)\n", + "df.sample(10)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "旅游 1990\n", + "军事 1990\n", + "财经 1990\n", + "科技 1990\n", + "人力资源 1990\n", + "教育 1990\n", + "体育 1990\n", + "健康 1990\n", + "历史 1989\n", + "Name: cat, dtype: int64" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.cat.value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "' 证券通:计划向外资定向增发 G苏阳光(行情,论坛)将继续高增长\\r\\r\\n\\r\\r\\n 深度报告 权威内参 来自“证券通”www.KL178.com\\r\\r\\n\\r\\r\\n G苏阳光(600220)主要从事精纺呢绒和西服的生产和销售,目前具有年产2000万米呢绒,150万套服装的生产能力,是国内最大的精纺呢绒生产企业,毛纺行业的龙头企业。\\r\\r\\n\\r\\r\\n 查阅《证券通-第一内参》可知,公司计划向2-3家外资企业定向增发1亿股-2亿股,5月后进入实质谈判阶段。公司05年EPS为0.018元,预计06年EPS达到0.114元,同比增长525.5%。假设引入外资成功,07年后业绩继续稳步增长,07年、08年净利润分别同比增长28.3%和27.3%。受此影响,G苏阳光5月8日开盘后没多久便被大单封涨停。\\r\\r\\n\\r\\r\\n 更多详情免费咨询021*64690729或登录WWW.KL178.COM(证券通),资深行业研究员为您提供客观、深度、超前的投资信息。\\r\\r\\n\\r\\r\\n 本文版权为“证券通”独家拥有,任何单位和个人不得复制、转发以及用于业务经营,违者将追究其法律责任。作者声明:在本机构、本人所知情的范围内,本机构、本人以及财产上的利害关系人与所述文章内容没有利害关系。本版文章纯属个人观点,仅供参考,文责自负。读者据此入市,风险自担。'" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[df.cat=='财经'].sample(1).text.values[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'\\r\\r\\n \\r\\r\\n\\u3000\\u3000主要聚居在地处黄河沿岸的青海[图库]省循化地区。撒拉族有自已的语言,但无文字,通用汉文。撒拉语属阿尔泰语系突厥语族,吸收了不少汉语和藏语词汇,青壮年多通汉语。 \\u3000\\u3000撒拉族男儿,多以上山伐木、下河板筏为生。此外,养蜂是撒拉人最喜爱的副业生产,园艺也是他们的特长。\\r\\r\\n    习俗\\r\\r\\n\\u3000\\u3000撒拉族的禁忌有:忌食猪肉、狗肉、驴肉、骡肉和死的畜禽肉及动物的血;严禁在清真寺内及其附近地吐痰或携带污浊之物进入清真寺;作礼拜时,他人不得从面前走过;忌在水井、水塘附近洗涤衣物;与人谈话时忌咳嗽和擤鼻涕;在老人面前不能有失礼的行为。\\r\\r\\n    婚俗\\r\\r\\n\\u3000\\u3000在新娘上路之前,女方的家长要用做好的比利买海和上好的茶水招待迎送新娘的客人。看望妇女坐月子,都要带上比利买海,请产妇滋补身体。孩子出满月,主人要拿出核桃、大枣和把薄面片切成正方形或菱形小块油炸成一种名为“古古麻麻”的食品,散发给来祝贺的客人。\\r\\r\\n    食俗\\r\\r\\n\\u3000\\u3000撒拉族习惯于日食三餐(农忙时根据情况适当加餐),主食以面粉为主。家常品种有花卷、馍馍、馒头、烙饼、面片、拉面、擀面、散饭、搅团等。在一年一度的斋月里,一般都只食早、晚两餐,饭菜比平时丰盛一些。\\u3000\\u3000按照伊斯兰教义,撒拉族严禁饮酒,一般在撒拉族的筵席上不备酒。平时更无饮酒的习惯。 日常饮料除清茶、奶茶和盖碗茶以外,还常饮麦茶和果叶茶。制作麦茶时,将麦粒炒焙半焦捣碎后,加盐和其他配料,以陶罐熬成,味道酷似咖啡,香甜可口;果叶茶是用晒干后炒成半焦的果树叶子制成,饮用别具风味。\\u3000\\u3000典型食品:比利买海,又称“油搅团”,撒拉族传统风味食品,用植物油、面粉制成。\\r\\r\\n    节庆\\r\\r\\n\\u3000\\u3000撒拉人信奉伊斯兰教。主要节日有开斋节、古尔邦节等。最大的传统节日为古尔邦节,每当节日来临,撒拉族都要宴请宾客,煮手抓羊肉,炖鸡肉,做糖包、油炸蛋糕、炸馓子,做“比利买海”(油搅团)、“木丝日”(一种以油、熟面等为馅的包子)和各种烩菜。\\u3000\\u3000在民间,婚丧嫁娶都要炸油香、煮麦仁饭,其间凡参与炸油香、煮麦仁饭的妇女必须要“乎斯里”(即沐浴过),未经沐浴或经期妇女,不允许参与这项工作,也不允许到油锅附近去。'" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[df.cat=='旅游'].sample(1).text.values[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'\\u3000\\u3000在河南灵宝市,全市有百分之八十八点五的农民参加合作医疗,不到一年时间,补助农民医疗金额达一百二十九万元,新型农村合作医疗为农民带来的实惠早已有目共睹。\\r\\r\\n\\u3000\\u3000四月二十六日,记者在河南省灵宝市阳平镇卫生院看到,四十岁的申花伴从灵宝市委宣传部张成宝部长和卫生局局长马宽荣手里接过了七千六百元钱。原来,两个月前,她的丈夫杨明祥被烧伤,在卫生院住院用了两万多元,因为参加了灵宝市新型农村合作医疗,象这种情况,能报销百分之四十的医药费。因此,申花伴领到了这七千多元钱。\\r\\r\\n\\u3000\\u3000据介绍,二OO五年年底,灵宝市被确定为河南省新型农村合作医疗第二批试点县(市),截止到四月十五日,全市参加合作医疗的农民已达到了五十二万多人,占全市农业总人口五十九点二万人的百分之八十八点五,全市共补助参合农民四万两千多人,补助金额一百二十九万元。灵宝市的农村合作医疗的初见成效,明显缓解了农民看病难、看病贵问题。'" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[df.cat=='健康'].sample(1).text.values[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'\\u3000\\u3000作者简介:于汝波,军事科学院战争理论和战略研究部少将研究员,博士生导师,中国孙子兵法研究会副会长。出版《大思维——解读中国古典战略》等著作数十种,发表论文百余篇。作品曾获国家图书奖、“五个一工程”奖等多项奖励。\\r\\r\\n\\u3000\\u3000编者按\\u3000胡锦涛主席在全国科学技术大会上号召走中国特色自主创新道路,建设创新型国家;大力推进理论创新、制度创新、科技创新。要求在关系国计民生和国家安全的关键领域,集中力量、重点突破,实现跨越式发展。这是从当前世界情势、我国目前实际和长远目\\r\\r\\n\\u3000\\u3000标出发,做出的重大战略决策。使命召唤我们必须要在自主创新上当尖兵,尽快把我军建设成一支创新型军队。历史是一面镜子,前事不忘,后事之师,我国历史上在军事创新方面有着丰富而深刻的经验教训,总结这些经验教训,对我们今天少走弯路,实现创新型国家的宏伟目标,无疑具有积极意义。\\r\\r\\n\\u3000\\u3000我国从春秋到明代前期2000多年的时间里,军事科技一直在世界上处于领先地位。但在16世纪之后,我们却逐步落后于西方,军队的战斗力也因此大为下降。从军事科技的角度认真剖析其中的原由,对于我们今天仍有深刻的启迪。\\r\\r\\n\\u3000\\u3000近代中国封闭的环境窒息了国人的创新思维\\r\\r\\n\\u3000\\u3000导致国人创新思维萎缩的环境因素主要指落后的社会制度、闭关锁国的国策等。\\r\\r\\n\\u3000\\u3000首先,近代中国落后的社会制度压制了国人的创新思维。西方在16世纪发生了资产阶级革命,快速兴起的资本主义工商业对科学技术不断提出新的需求,从而激活了人们的创新思维,促进了科学技术的创新。而当时的中国却仍然停留在更加完善的封建主义社会,它不但严重限制工商业的发展,而且在思想领域压制新生事物,扼杀创新思维。为了维护其既得利益,统治阶级内部的保守势力往往留恋过去,反对变革,这是阻碍国人创新思维发展的一块大绊脚石。\\r\\r\\n\\u3000\\u3000其次,国家实行封闭政策不利于国人创新思维的发展。中外历史证明,国家只有开放,才能使国人获得多方面的新信息,产生认识上的飞跃,创造出新的科技成果。西方的军事科技正是在这样的背景和基础上迅猛发展起来的。而当时中国的统治者,实行严密封闭的愚民政策。行政封闭和思想禁锢使中国与国外缺乏信息交流,国人信息不灵,落后而又盲目骄傲,思维方式处于长期、多代近亲繁衍状态,到了近代已明显带有“呆傻”的特征,军事科技落后就不可避免了。\\r\\r\\n\\u3000\\u3000国人创新意识逐渐钝化使军事失去了创新主体\\r\\r\\n\\u3000\\u3000军事创新的主体是人。人一旦失去了对创新的追求,军事创新就会成为一句空话。\\r\\r\\n\\u3000\\u3000中国历史上国人重道轻器的观念非常严重,这种观念在军事上表现为重谋略,轻技术。古语所谓“半部《论语》治天下”,“《文选》烂,秀才半”;国家科举取士只考《四书五经》,不考科学技术,这种全民性的教育内容和国家性的政策导向,使古人重道轻器的观念根深蒂固。中国古代“兵技巧”类兵书之所以大都被历史淘汰,与国人的这种价值取向有极大关系。西方将仿生学多继续用于自然科学技术创新,而中国的古人则将观察和研究自然现象得出的哲理多用于军事谋略、政治权术、社会管理和处世之道,从而形成了中西价值追求的重要分野。于是,中国的权谋理论在古代相当发达,而科学技术却逐步走起了下坡路。西方的军事科技则从16世纪开始迅猛发展,很快就走到了我们的前面。可见,这一局面的出现,与中西方不同的价值取向有着重要关系。\\r\\r\\n\\u3000\\u3000科技创新、制度创新、理论创新是一个密切关联的整体,三者之中,通常科技创新先行,而后引发并引领制度创新和理论创新。军事科技对军事制度、军事理论的影响也是如此。\\r\\r\\n\\u3000\\u3000传统思维方式的缺陷限制了军事创新\\r\\r\\n\\u3000\\u3000我国传统的思维方式具有哲理性强、模糊性大,长于统体思维、短于精确分析,象类推理多、逻辑论证少等特征。中国传统思维蕴含着丰富的独具特色的辩证法思想,可鉴性广,启示性久;但正因为如此,所以,其模糊性也大,界限性也弱。这无疑会影响军事科技的发展。中国传统思维强调把握事物整体,着眼上下统系,总揽发展全程,表现出思维的全面性、系统性和循环性三个基本特征。这种思维模式与西方比起来,有自己的长处,但又往往表现出对事物缺乏精确分析、严格论证的弱点,对有些问题只知其然,不知其所以然。\\r\\r\\n\\u3000\\u3000我国先人长于象类推理,在战略理论和战略决策研究上也多运用这种思维方式,由天道直接推及人道,其间往往缺少严密的逻辑论证。我国先秦时期虽有了自己的逻辑学论述,但后来由于种种原因而受到了冷落,未形成系统的理论。这对中国科技的发展产生了消极影响。象类思维、直觉顿悟是一种创新性思维,但属“粗放型”的,缺乏精确的实验证明和严密的逻辑推理,到了一定阶段,就很难再向新的高度发展。我国古代直觉顿悟思维、象类思维比较发达,古代很多创新的军事科技、军事制度、军事理论都来自于这种思维方式;但历史证明,它必须与逻辑思维、科学实验结合起来,才可能成为助推军事腾飞的翅膀,才能形成巨大的创造力。'" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[df.cat=='军事'].sample(1).text.values[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'\\r\\r\\n\\u3000\\u3000可见出检察机关的问题来了吗?这个问题就是检察机关对整个案件侦查的无控制,这是不符合大陆法系基本精神的。公安局(警察局)是国家的治安机构,隶属于国家的行政系统,由于治安案件与刑事案件通常只是量(程度)的差异,因此,公安局(警察局)就自然转化为了刑事案件的侦查机构。但是,这两者有着很重要的区别,当其作为治安机构时,可以独立行使行政处罚权;当其作为刑事案件的侦查机构时,必须由刑事法庭进行判决,公安局(警察局)不具有处罚权。因此,在大陆法系,刑事案件的侦查就要由检察官进行控制、指挥、策划、监督,从立案到起诉保持连贯性、统一性,既是保证起诉质量的必要,也是对全社会刑事犯罪进行统一、有效打击的需要。也就是说,检察官是刑事案件侦查的核心,而不是质量检验员。在以大陆法系为形式的国家,由于法官本不控制刑事侦查,当检察官又不能控制刑事侦查时,整个国家的刑事侦查体系就成为了无控制的独立王国,轻则走向独立专横,重则导致国家警察化。在中国,至今仍然在制度上保证着公安局刑事侦查的独立专横,比如,人们越来越意识到具有违宪倾向的劳动教养制度,从刑事侦查角度说,就是赋予了公安局以独立于两院的“判决权”:公安局可以借此对可能只要判三两年甚至更高刑期的嫌犯绕开两院进行实际的刑罚处理。\\r\\r\\n\\u3000\\u3000检察机关权力的弱化,既导致了公安局刑事侦查人员业务能力的低下,也导致了检察机关自身业务能力的低下。随着中国律师队伍业务能力的提高,这一矛盾将越来越显示出来。田文昌在刘涌一案里的“自由”发挥,其根源即在于此。但是,这一情况并不是中国律师的喜讯,因为,为了最大可能保证案犯得到“应有的”惩罚,中国的律师也将受到越来越多的行政、法律打压。我可以下一个不受各方欢迎的结论:中国律师业务水平的提高一定与律师的被关押、判刑数量成正比。十多年前我侦破上海(也可能是中国)第一例律师受贿罪案,情况是该律师掌握某发电厂的合同最终审批签字权(从法律上认可合同的有效性并决定合同的可实施),他凭该权力向客户索取贿赂。可现在被拘捕的律师都是什么罪名呢?就不能细讨论了。因此,不仅律师业务水平的提高将受到抑制,而且将诱致律师队伍趋向腐败。律师队伍腐败的一个重要项目,就是跟一些不自重的法官瓜分收益,从而又导致法官队伍出现腐败。“我们跟这个法院的关系很好,搞得定”,这是现在不少律师事务所最喜欢、最有效的广告词。不管是真是假,总是反映了一种很不良的问题。\\r\\r\\n\\u3000\\u3000可见,中国司法实践最急迫的问题是完善大陆法系制度的形式和内容,这也是中国法制进步可行的现实道路。不用大刀阔斧地改变中国的法律制度,但几乎可以从每一个细节上立即进行改革。把精力集中到对大陆法系的研究上,不要张口闭口英美,这才是中国的法制进步可操作的正道。比如,检察院批捕和起诉是分开的两个部门,其实完全可以合并,使批捕的检察官和公诉的检察官同一为一人,使他能更完整地了解案件的来龙去脉,最大可能地跟踪案件的进展,在法庭上更熟练、更胸有成竹。\\r\\r\\n\\u3000\\u3000改革的重要内容之一,应该是人才战略。在法院,科班出身的人应该成为法官的主体。法官越是书生气、越是单纯越好,只认法理不认人,不懂权利、利益平衡,一切按条文办事,条文变才变。说一个例子:有一个委托人和律师我都认识的案子,根据起诉情况委托人应该判四年实刑,但这是个错案,他其实并不构成犯罪。公诉人是律师的学生。律师问我怎么辩护妥当。我问法官是科班出身的还不是科班出身的。律师说不是科班出身的,但是个老资格法官,水平很不错。我说就作无罪辩护有罪结论。在法庭上,当律师最后说仍然要对委托人处以刑罚时,公诉人嘲笑律师,认为他无罪辩护结论却仍然有罪,连最基本的逻辑也弄不清楚。结果是判了缓刑。法官事后说公诉人太嫩,还有很多东西要跟律师(老师)学习。这个结果委托人也满意。律师问我道理。我说,如果法官是科班出身的,就是无罪辩护无罪结论,因为科班出身的毕竟更注重法理的严密性;法官不是科班出身,虽然水平不差,但已经养成了平衡利益的习惯,一般不会太愿意使公诉人难堪,无罪辩护无罪结论就会使他觉得为难,反而有可能使判决无法马上作出,让被告人遥遥无期地关押在看守所,作有罪结论他就可以趁势按最低程度量刑,他既然老资格自然会明白律师这样辩护的意思,这样,在实际上,就最现实地维护了委托人的利益。这是根据中国现状的无奈选择。\\r\\r\\n\\u3000\\u3000现在法学院毕业的学生直接进入检察院,这对检察院业务水平的提高不会有太大的直接效果。检察官除了要有好的法律理论修养,非常重要的是要懂侦查。一般来说,不懂侦查的检察官是不会成为优秀检察官的。检察官不懂侦查,就没有能力对整个案件进行控制,就不能准确地把握证据,一当遇到象田文昌这样的强手,在法庭上就会处在被动地位。刘涌一案中,刘涌在法庭上说检察官看到他浮肿的大腿,检察官竟然会说“不是好多了吗”,从而让田文昌抓住这一“漏洞”,这位检察官犯下这一错误的原因就是不懂侦查。不是是否承认大腿浮肿的问题,而是大腿的浮肿并不一定是刑讯逼供所造成,其原因可以有很多,医院里到处有大腿浮肿的人。因此,检察官人才的基本来源,不应该是幼稚的法学院学生,而应该是具有相当经验并通过相应考试的警官。法学院毕业生要做检察官就必须先去做警官,到第一线去直接接触各种暴露的和不暴露的嫌犯。嫌犯和律师,是检察官最好的老师。从警官当中培养检察官,是大陆法系国家的常例,其中是深有道理的。\\r\\r\\n\\u3000\\u3000刘涌一案,可以从其结果议论其正义和非正义、公正和非公正,但是,不管怎样,都应该实事求是地承认田文昌的成功。田文昌们在中国取得成就,是一件非常不容易的事,他们对中国法制的进步,将起到实在的推动力。刘涌一案对中国的检察、公安是一个警钟,如果承认这是警钟,就应该将此作为强化自己业务能力提高的动力。检察、公安业务能力不提高,将来会出现更多的类似刘涌案的荒唐判决,会经常刺激人民的神经,不想这样,就会回到依靠法外权力定案的老路上去,就会走向进一步封闭舆论的专制道路上去。如果认识到这一点,田文昌在刘涌一案中的成功,就会实实在在推动中国司法的进步。否则,就会有越来越多的“刘涌案”引起人们的愤怒。\\r\\r\\n\\u3000\\u3000\\r\\r\\n来源:[世纪中国]上一页 [1] [2] [3] '" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[df.cat=='历史'].sample(1).text.values[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "#定义删除除字母,数字,汉字以外的所有符号的函数\n", + "def remove_punctuation(line):\n", + " line = str(line)\n", + " if line.strip()=='':\n", + " return ''\n", + " rule = re.compile(u\"[^a-zA-Z0-9\\u4E00-\\u9FA5]\")\n", + " line = rule.sub('',line)\n", + " return line\n", + " \n", + "def stopwordslist(filepath): \n", + " stopwords = [line.strip() for line in open(filepath, 'r', encoding='utf-8').readlines()] \n", + " return stopwords \n", + " \n", + "#加载停用词\n", + "stopwords = stopwordslist(\"./data/chineseStopWords.txt\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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6031\\r\\r\\n  夺冠呼声消失殆尽后,申花队似乎陷入了难以自拔的沉默期。客场挑战西安国际0比0...C000014体育夺冠呼声消失殆尽后申花队似乎陷入了难以自拔的沉默期客场挑战西安国际0比0互交白卷主场又与北京...
2057神州奥美向其子公司索赔1.2亿元,盛大首次申明没有侵权\\r\\r\\n  本报讯 昨天,针对...C000010科技神州奥美向其子公司索赔12亿元盛大首次申明没有侵权本报讯昨天针对神州奥美12亿元的天价索赔案...
5219\\r\\r\\n  减肥不减腿部脂肪,因为它可以减少患心脏病的危险,这是日本筑波大学人类综合科学...C000013健康减肥不减腿部脂肪因为它可以减少患心脏病的危险这是日本筑波大学人类综合科学研究专业讲师大藏伦博...
9637“人们在这里寻找到一种爱的精神,对爱的向往、对爱的恪守,这就足够了。因为爱是人类最本质的...C000016旅游人们在这里寻找到一种爱的精神对爱的向往对爱的恪守这就足够了因为爱是人类最本质的东西有了它幸福...
17289\\r\\r\\n\\r\\r\\n\\r\\r\\n\\r\\r\\n  美国《航空周刊》2006年3月27日刊报...C000024军事美国航空周刊2006年3月27日刊报道JUCAS联合无人空战系统项目下马后美国军方企业界和有...
9435还没踏出火车站,就看到李奥纳多·迪卡普里奥的大型海报,原来当地正举办摄影展,展出许多电影拍摄...C000016旅游还没踏出火车站就看到李奥纳多迪卡普里奥的大型海报原来当地正举办摄影展展出许多电影拍摄之余所抓...
14491\\r\\r\\n  沈奕斐:在上海医药仓库里所存的那些盘尼西林,原来是准备给抗美援朝的志愿军的。...C000023历史沈奕斐在上海医药仓库里所存的那些盘尼西林原来是准备给抗美援朝的志愿军的但是治疗性病如果没有这...
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5702今年3月1日,可以说是我国药品生产企业试点参数放行的“起跑线”。这一天,国家食品药品监督...C000013健康今年3月1日可以说是我国药品生产企业试点参数放行的起跑线这一天国家食品药品监督管理局SFDA...今年 月 日 说 我国 药品 生产 企业 试点 参数 放行 起跑线 一天 国家 食品 药品监...
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C000023 历史 \n", + "\n", + " text_clean \\\n", + "3813 一家美国上市公司的中国概念与纸上并购本报记者柯志雄北京报道在高个白人中佛罗里达狼是少数常来中... \n", + "7700 五大前锋轮番上阵申花仍旧没有摆脱锋线零进球的尴尬昨天晚上济南的体育场申花在场面明显占优的情况... \n", + "14812 叶剑英在粉碎四人帮的斗争中起到了决定性的作用赢得了党内外的高度评价华国锋认为叶剑英德高望重建... \n", + "16103 目前对于信息化战争的研究多数是从战争形态的角度从宏观上以信息化战争的基本概念基本特征作战方式... \n", + "13814 因为跳槽到同行业其他公司杨女士被原单位告上法庭日前一中院以杨女士违反竞业禁止约定为由终审判决... \n", + "9937 红色旅游正在全国如火如荼地展开井冈山韶山遵义延安西柏坡等几大革命圣地迎来了源源不断的客流成为... \n", + "10149 本报讯记者石果实习生罗智渊昨日记者从西南政法大学获悉5月2日我市将首次举行2006年司法考试... \n", + "5702 今年3月1日可以说是我国药品生产企业试点参数放行的起跑线这一天国家食品药品监督管理局SFDA... \n", + "8516 新华网成都月日专电记者肖林记者日从成都铁路局获悉成渝城际旅客双层新型空调列车将于月日正式开行... \n", + "15563 70年代家里有辆自行车是件很有面子的事情记得那时最好的牌子叫凤凰当然更考究的要骑蓝翎那是英国... \n", + "\n", + " text_cut \n", + "3813 一家 美国 上市公司 中国 概念 纸 并购 本报记者 柯志雄 北京 报道 高个 白人 中 佛... \n", + "7700 五大 前锋 轮番上阵 申花 没有 摆脱 锋线 零 进球 尴尬 昨天晚上 济南 体育场 申花 ... \n", + "14812 叶剑英 粉碎 四人帮 斗争 中 起到 决定性 作用 赢得 党内外 高度评价 华国锋 认为 叶... \n", + "16103 目前 信息化 战争 研究 多数 是从 战争 形态 角度 宏观 上以 信息化 战争 基本概念 ... \n", + "13814 跳槽 同行业 公司 杨 女士 原 单位 告上 法庭 日前 一中院 杨 女士 违反 竞业禁止 ... \n", + "9937 红色旅游 正在 全国 如火如荼 展开 井冈山 韶山 遵义 延安 西柏坡 几大 革命圣地 迎来... \n", + "10149 本报讯 记者 石果 实习生 罗智渊 昨日 记者 西南政法大学 获悉 月 日 我市 首次 举行... \n", + "5702 今年 月 日 说 我国 药品 生产 企业 试点 参数 放行 起跑线 一天 国家 食品 药品监... \n", + "8516 新华网 成都 月 日 专电 记者 肖林 记者 日 成都 铁路局 获悉 成渝 城际 旅客 双层... \n", + "15563 70 年代 家里 有辆 自行车 件 面子 事情 记得 最好 牌子 凤凰 更 考究 骑 蓝翎 ... " + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df['text_cut'] = df['text_clean'].apply(lambda x: \" \".join([w for w in list(jb.cut(x)) if w not in stopwords]))\n", + "df.sample(10)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "297176" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "sentences = [row.split() for row in df['text_cut']]\n", + "word_freq = defaultdict(int)\n", + "for sent in sentences:\n", + " for i in sent:\n", + " word_freq[i] += 1\n", + "len(word_freq)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "d:\\Anaconda3\\lib\\site-packages\\ipykernel_launcher.py:7: DeprecationWarning:\n", + "\n", + "Call to deprecated `iter` (Attribute will be removed in 4.0.0, use self.epochs instead).\n", + "\n" + ] + } + ], + "source": [ + "model = Word2Vec(min_count=200,\n", + " window=5,\n", + " size=100,\n", + " workers=4)\n", + "\n", + "model.build_vocab(sentences)\n", + "model.train(sentences, total_examples=model.corpus_count, epochs=model.iter)\n", + "model.init_sims(replace=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[('股票', 0.5983016490936279),\n", + " ('债券', 0.5910301208496094),\n", + " ('认购', 0.5515949726104736),\n", + " ('投资者', 0.5413485169410706),\n", + " ('投资', 0.5206654071807861),\n", + " ('持股', 0.5060251355171204),\n", + " ('招商', 0.5032355785369873),\n", + " ('券商', 0.49891117215156555),\n", + " ('评级', 0.4926179051399231),\n", + " ('现金', 0.46198245882987976)]" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.wv.most_similar(positive=['基金'])" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[('咳嗽', 0.8751150369644165),\n", + " ('过敏', 0.8337826728820801),\n", + " ('出血', 0.8206079602241516),\n", + " ('发作', 0.8174974322319031),\n", + " ('不适', 0.7918287515640259),\n", + " ('疼痛', 0.7878854274749756),\n", + " ('头痛', 0.7779319286346436),\n", + " ('服用', 0.769497811794281),\n", + " ('干燥', 0.7627055048942566),\n", + " ('失眠', 0.7600494623184204)]" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.wv.most_similar(positive=['感冒'])" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[('劳动力', 0.555505633354187),\n", + " ('负担', 0.5551137328147888),\n", + " ('人口', 0.5382763743400574),\n", + " ('贫困', 0.5218415260314941),\n", + " ('子女', 0.5126364827156067),\n", + " ('就业', 0.5091021656990051),\n", + " ('困扰', 0.4945515990257263),\n", + " ('农民工', 0.49445784091949463),\n", + " ('绝大多数', 0.48268261551856995),\n", + " ('生育', 0.46601128578186035)]" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.wv.most_similar(positive=['失业'])" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[('饭店', 0.8367468118667603),\n", + " ('旅馆', 0.7565426230430603),\n", + " ('大厦', 0.7466408610343933),\n", + " ('地铁', 0.7440853118896484),\n", + " ('店', 0.7361814379692078),\n", + " ('餐厅', 0.7339795231819153),\n", + " ('豪华', 0.7255125641822815),\n", + " ('码头', 0.7242347002029419),\n", + " ('酒店', 0.7172418832778931),\n", + " ('住宿', 0.6967345476150513)]" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.wv.most_similar(positive=['宾馆'])" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[('猛禽', 0.7212422490119934),\n", + " ('战斗机', 0.6596713662147522),\n", + " ('美国空军', 0.6593104600906372),\n", + " ('款', 0.6327800750732422),\n", + " ('无人机', 0.6288824677467346),\n", + " ('下一代', 0.6235269904136658),\n", + " ('隐形', 0.6190775036811829),\n", + " ('Windows', 0.6013031005859375),\n", + " ('F16', 0.5972725749015808),\n", + " ('芯片', 0.5969035625457764)]" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.wv.most_similar(positive=['F35'])" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[('国民党', 0.8251262903213501),\n", + " ('周恩来', 0.7420367002487183),\n", + " ('长官', 0.7394211292266846),\n", + " ('遂', 0.7065316438674927),\n", + " ('孙中山', 0.7047836184501648),\n", + " ('中共', 0.6950869560241699),\n", + " ('邓小平', 0.6865406036376953),\n", + " ('司令', 0.6803985834121704),\n", + " ('共产党', 0.6637289524078369),\n", + " ('台当局', 0.6634297370910645)]" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.wv.most_similar(positive=['蒋介石'])" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.36402318" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.wv.similarity('蒋介石', '校长')" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "-0.13398343" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.wv.similarity('蒋介石', '汽车')" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "107311\n" + ] + } + ], + "source": [ + "df_small, _ = train_test_split(df, test_size=0.85)\n", + "\n", + "sentences = [row.split() for row in df_small['text_cut']]\n", + "word_freq = defaultdict(int)\n", + "for sent in sentences:\n", + " for i in sent:\n", + " word_freq[i] += 1\n", + "print(len(word_freq))" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "d:\\Anaconda3\\lib\\site-packages\\ipykernel_launcher.py:6: DeprecationWarning:\n", + "\n", + "Call to deprecated `iter` (Attribute will be removed in 4.0.0, use self.epochs instead).\n", + "\n" + ] + } + ], + "source": [ + "w2v_model = Word2Vec(min_count=200,\n", + " window=5,\n", + " size=100,\n", + " workers=4)\n", + "w2v_model.build_vocab(sentences)\n", + "w2v_model.train(sentences, total_examples=model.corpus_count, epochs=model.iter)\n", + "w2v_model.init_sims(replace=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "d:\\Anaconda3\\lib\\site-packages\\ipykernel_launcher.py:6: DeprecationWarning:\n", + "\n", + "Call to deprecated `__getitem__` (Method will be removed in 4.0.0, use self.wv.__getitem__() instead).\n", + "\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "def tsne_plot(model):\n", + " labels = []\n", + " tokens = []\n", + "\n", + " for word in model.wv.vocab:\n", + " tokens.append(model[word])\n", + " labels.append(word)\n", + " \n", + " tsne_model = TSNE(perplexity=40, n_components=2, init='pca', n_iter=2500, random_state=23)\n", + " new_values = tsne_model.fit_transform(tokens)\n", + "\n", + " x = []\n", + " y = []\n", + " for value in new_values:\n", + " x.append(value[0])\n", + " y.append(value[1])\n", + " \n", + " plt.figure(figsize=(18, 18)) \n", + " for i in range(len(x)):\n", + " plt.scatter(x[i],y[i])\n", + " plt.annotate(labels[i],\n", + " xy=(x[i], y[i]),\n", + " xytext=(5, 2),\n", + " textcoords='offset points',\n", + " ha='right',\n", + " va='bottom')\n", + " plt.show()\n", + " \n", + "tsne_plot(w2v_model)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "d:\\Anaconda3\\lib\\site-packages\\ipykernel_launcher.py:1: DeprecationWarning:\n", + "\n", + "Call to deprecated `__getitem__` (Method will be removed in 4.0.0, use self.wv.__getitem__() instead).\n", + "\n" + ] + }, + { + "data": { + "application/vnd.plotly.v1+json": { + "config": { + "plotlyServerURL": "https://plot.ly" + }, + "data": [ + { + "hovertemplate": "Component 1=%{x}
Component 2=%{y}
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datenum_peoplenum_order
02019-01-011046.0295.0
12019-01-02733.0191.0
22019-01-03695.0222.0
32019-01-04580.0193.0
42019-01-05844.0285.0
............
8902020-10-31NaN346.0
8912020-11-30NaN204.0
8922020-12-31NaN288.0
8932021-01-31NaN254.0
8942021-02-28NaN285.0
\n", + "

895 rows × 3 columns

\n", + "
" + ], + "text/plain": [ + " date num_people num_order\n", + "0 2019-01-01 1046.0 295.0\n", + "1 2019-01-02 733.0 191.0\n", + "2 2019-01-03 695.0 222.0\n", + "3 2019-01-04 580.0 193.0\n", + "4 2019-01-05 844.0 285.0\n", + ".. ... ... ...\n", + "890 2020-10-31 NaN 346.0\n", + "891 2020-11-30 NaN 204.0\n", + "892 2020-12-31 NaN 288.0\n", + "893 2021-01-31 NaN 254.0\n", + "894 2021-02-28 NaN 285.0\n", + "\n", + "[895 rows x 3 columns]" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df=pd.read_csv(\"order_num.csv\")\n", + "df" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 过滤缺失值\n", + "\n", + "除异常值以外,真实的数据中往往还会存在数据缺失的情况(即有些数据的值为NaN),对于缺失值一般会有2种处理方式比如:1.直接删除缺失值;2.对缺失值进行填充.对缺失值进行填充时一般会用均值或者使用某些插值算法插入一些符合数据历史趋势的数值。在这里我们使用最简单的方式即直接删除缺失值的方式来处理数据缺失,这样做的目的是让问题简单化。" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "在 num_people 列中总共有 58 个空值.\n", + "在 num_order 列中总共有 35 个空值.\n", + "删除缺失值以后记录总数: 802\n" + ] + } + ], + "source": [ + "print(\"在 num_people 列中总共有 %d 个空值.\" % df['num_people'].isnull().sum())\n", + "print(\"在 num_order 列中总共有 %d 个空值.\" % df['num_order'].isnull().sum())\n", + "df=df[~df.num_people.isnull()==True]\n", + "df=df[~df.num_order.isnull()==True]\n", + "print(\"删除缺失值以后记录总数:\",len(df))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 查看客流量、客流量数据分布" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "count 802.000000\n", + "mean 1002.246883\n", + "std 698.302067\n", + "min 9.000000\n", + "25% 694.250000\n", + "50% 921.500000\n", + "75% 1190.500000\n", + "max 15087.000000\n", + "Name: num_people, dtype: float64\n", + "\n", + "count 802.000000\n", + "mean 248.438903\n", + "std 73.424284\n", + "min 3.000000\n", + "25% 193.000000\n", + "50% 241.000000\n", + "75% 296.750000\n", + "max 588.000000\n", + "Name: num_order, dtype: float64\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "print(df.num_people.describe())\n", + "print()\n", + "print(df.num_order.describe())\n", + "plt.figure(figsize=(15,8), dpi=80)\n", + "plt.subplot(221)\n", + "sns.distplot(df['num_people']);\n", + "\n", + "plt.subplot(222)\n", + "sns.distplot(df['num_order']);" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "\n", + "# plt.subplot(223)\n", + "# sns.boxenplot(y=df[\"num_people\"])\n", + "\n", + "# plt.subplot(224)\n", + "# sns.boxenplot(y=df[\"num_people\"])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "从分布上看客流量(num_people)明显严重右偏,右侧有长尾,并且我们看到客流量(num_people)的异常区域大致应该分布在上图的红圈范围内。而订单量数据呈现正太分布,异常值区域位于分布左右两侧。下面我们查看num_people的偏度(Skewness)与峰度(Kurtosis),偏度反应的是分布的偏斜程度,可能是左偏,右偏,长尾等形态,峰度反应分布的形状的胖瘦(宽窄),具体解释请参考这篇博客: https://blog.csdn.net/binbigdata/article/details/79897160" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "num_people's Skewness: 11.165755\n", + "num_people's Kurtosis: 211.579274 \n", + "\n", + "num_order's Skewness: 0.429138\n", + "num_order's Kurtosis: 1.114412\n" + ] + } + ], + "source": [ + "print(\"num_people's Skewness: %f\" % df['num_people'].skew())\n", + "print(\"num_people's Kurtosis: %f \" % df['num_people'].kurt())\n", + "print()\n", + "print(\"num_order's Skewness: %f\" % df['num_order'].skew())\n", + "print(\"num_order's Kurtosis: %f\" % df['num_order'].kurt())" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# IsolationForest(隔离森林)\n", + "\n", + "IsolationForest是一种简单有效的检测异常值的算法,它可以在数据的分布区域中找出异常值所在的区域,并对所有数据进行评分,那些落在异常区域的数据值会获得较低的分数,而那些不在异常区域中的数据将会获得较高的分数,大家可以参考这篇文章(https://dzone.com/articles/spotting-outliers-with-isolation-forest-using-skle )。在这篇文章中作者随机生成了两个正太分布N(-2,5)和N(2,5),同时通过隔离森林算法找到到了这两个分布中的异常区域,并且生成一条评分曲线,落在异常区域内的数据将会得到低分,落在异常区域内以外的数据将会获得高分:" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np \n", + "import matplotlib.pyplot as plt \n", + "x = np.concatenate((np.random.normal(loc=-2, scale=.5,size=500), np.random.normal(loc=2, scale=.5, size=500)))\n", + "\n", + "isolation_forest = IsolationForest(n_estimators=100) \n", + "isolation_forest.fit(x.reshape(-1, 1)) \n", + "xx = np.linspace(-6, 6, 100).reshape(-1,1) \n", + "anomaly_score = isolation_forest.decision_function(xx) \n", + "outlier = isolation_forest.predict(xx)\n", + "\n", + "plt.figure(figsize=(10,8))\n", + "plt.subplot(2,1,1)\n", + "plt.hist(x) \n", + "plt.xlim([-5, 5]) \n", + "\n", + "plt.subplot(2,1,2)\n", + "plt.plot(xx, anomaly_score, label='异常值分数') \n", + "plt.fill_between(xx.T[0], np.min(anomaly_score), np.max(anomaly_score), where=outlier==-1, color='r', alpha=.4, label='异常值区域') \n", + "plt.legend() \n", + "plt.ylabel('异常值分数') \n", + "plt.xlabel('x') \n", + "plt.xlim([-5, 5]) \n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 使用隔离森林算法来监测客流量,订单量的异常值区域\n", + "\n", + "隔离森林是一种检测异常值的算法,使用IsolationForest算法返回每个样本的异常分数,该算法基于这样的思想:异常是少数和在特征上不同的数据点。隔离森林是一种基于树的模型。在这些树中,通过首先随机选择特征然后在所选特征的最小值和最大值之间选择随机分割值来创建分区。下面我们使用隔离森林算法来探测客流量与订单量的异常值区域,并生成评分曲线:" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#定义隔离森林\n", + "IF1 = IsolationForest(n_estimators=100)\n", + "#训练客流量数据\n", + "IF1.fit(df['num_people'].values.reshape(-1, 1))\n", + "#在客流量的最小值和最大值之间分割数据\n", + "x1 = np.linspace(df['num_people'].min(), df['num_people'].max(), len(df)).reshape(-1,1)\n", + "#生成所有数据的异常值分数\n", + "anomaly_score1 = IF1.decision_function(x1)\n", + "#预测异常值\n", + "outlier1 = IF1.predict(x1)\n", + "\n", + "IF2 = IsolationForest(n_estimators=100)\n", + "#训练订单量数据\n", + "IF2.fit(df['num_order'].values.reshape(-1, 1))\n", + "#在订单量的最小值和最大值之间分割数据\n", + "x2 = np.linspace(df['num_order'].min(), df['num_order'].max(), len(df)).reshape(-1,1)\n", + "#生成所有数据的异常值分数\n", + "anomaly_score2 = IF2.decision_function(x2)\n", + "#预测异常值\n", + "outlier2 = IF2.predict(x2)\n", + "\n", + "plt.figure(figsize=(18,8))\n", + "plt.subplot(2,2,1)\n", + "sns.distplot(df['num_people'])\n", + "\n", + "plt.subplot(2,2,2)\n", + "sns.distplot(df['num_order'])\n", + "\n", + "plt.subplot(2,2,3)\n", + "plt.plot(x1, anomaly_score1, label='异常值分数')\n", + "plt.fill_between(x1.T[0], np.min(anomaly_score1), np.max(anomaly_score1), \n", + " where=outlier1==-1, color='r', \n", + " alpha=.4, label='异常值区域')\n", + "plt.legend()\n", + "plt.ylabel('异常值分数')\n", + "plt.xlabel('客流量(num_people)')\n", + "\n", + "plt.subplot(2,2,4)\n", + "plt.plot(x2, anomaly_score2, label='异常值分数')\n", + "plt.fill_between(x2.T[0], np.min(anomaly_score2), np.max(anomaly_score2), \n", + " where=outlier2==-1, color='r', \n", + " alpha=.4, label='异常值区域')\n", + "plt.legend()\n", + "plt.ylabel('异常值分数')\n", + "plt.xlabel('订单量(num_order)')\n", + "plt.show();" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "在上图中隔离森林算法轻松的探测出来了客流量(num_people)与订单量(num_order)的异常值区域,并生成了评分曲线。当数据落在红色矩形区域内时将会得到较低的分数,而当数据落在红色矩形框的范围之外将会得到较高的分数。下面我们计算每个分布的异常值区域的边界值(上图红圈中的值):" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "客流量异常值区域中左侧最大异常值为: 459.0\n", + "客流量异常值区域中右侧最小异常值为: 1520.0\n", + "\n", + "订单量异常值区域中左侧最大异常值为: 153.0\n", + "订单量异常值区域中右侧最小异常值为: 348.0\n" + ] + } + ], + "source": [ + "x1_outlier = x1[outlier1==-1]\n", + "right_min=x1_outlier[x1_outlier>1000].min()\n", + "left_max = x1_outlier[x1_outlier<1000].max()\n", + "print('客流量异常值区域中左侧最大异常值为:',df[df.num_people<=left_max].num_people.max())\n", + "print('客流量异常值区域中右侧最小异常值为:',df[df.num_people>=right_min].num_people.min())\n", + "print()\n", + "x2_outlier = x2[outlier2==-1]\n", + "right_min=x2_outlier[x2_outlier>248].min()\n", + "left_max = x2_outlier[x2_outlier<248].max()\n", + "print('订单量异常值区域中左侧最大异常值为:',df[df.num_order<=left_max].num_order.max())\n", + "print('订单量异常值区域中右侧最小异常值为:',df[df.num_order>=right_min].num_order.min())\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "我们分别计算了客流量和订单量的异常值区域(红色区域)的边界值: \n", + "客流量异常值所在区域:x<=459 和 x>=1508 \n", + "订单量异常值所在区域:x<=156 和 x>=357 \n", + "\n", + "\n", + "\n", + "上述两个可视化结果显示了异常值分数并突出显示异常值所在的区域。从图中可见异常分数反映了基础分布的形状,异常区域对应于低概率区域。然而,到目前为止我们只是对客流量和订单量这两个单一变量分别进行了分析。如果我们仔细研究,可能会发现,由我们的模型确定的一些异常值只不过是数学统计上的异常,它可能并非是我们业务场景中的异常值,比如某些时候订单量很高可能是由于客流量很高所导致,它可能在统计分布上是异常值,但它在实际的业务场景中并不应该是异常值。下面我们同时观察客流量(num_people)和订单量(num_order)这两个变量的散点分布,并对客流量和订单量进行线性拟合,那些严重偏离拟合曲线的点,可以被认为是异常值,以这样的方式来判定异常值更符合实际的业务场景。" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(10,6), dpi=80)\n", + "sns.regplot(data=df,x=\"num_people\", y=\"num_order\");" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "当我们的数据不是单变量而是多维度变量时,异常检测的方法使得计算难道更高并且在数学上更复杂。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 关于PyOD\n", + "\n", + "\n", + "PyOD 是一个全面且可扩展的Python 工具包,用于检测多维数据中的异常对象。这个令人兴奋但具有挑战性的领域通常被称为 异常值检测 或异常检测。\n", + "\n", + "PyOD 包括 30 多种检测算法,从经典的 LOF (SIGMOD 2000) 到最新的 COPOD (ICDM 2020)。自 2017 年以来,PyOD [ AZNL19 ]已成功应用于众多学术研究和商业产品[ AGSW19 , ALCJ+19 , AWDL+19 , AZNHL19 ]。它也得到了机器学习社区的广泛认可,有各种专门的帖子/教程,包括 Analytics Vidhya、 Towards Data Science、 KDnuggets、 Computer Vision News和 awesome-machine-learning。\n", + "\n", + "PyOD官方文档:https://pyod.readthedocs.io/en/latest/index.html\n", + "\n", + "\n", + "\n", + "\n", + "## 本例中将会使用以下种类的异常探测模型: \n", + "\n", + "### 1.异常探测的线性模型\n", + "\n", + "PCA:主成分分析使用到特征向量超平面的加权投影距离之和作为异常值异常值) \n", + "MCD:最小协方差行列式(使用马氏距离作为异常值) \n", + "OCSVM:一类支持向量机 \n", + "\n", + "### 2.基于邻近度的异常值检测模型\n", + "\n", + "LOF:局部异常因子 \n", + "CBLOF:基于聚类的局部异常值因子 \n", + "kNN:k Nearest Neighbors(使用到第k个最近邻居的距离作为异常值) \n", + "Median kNN 异常值检测(使用到 k 个最近邻居的中值距离作为异常值分数) \n", + "HBOS:基于直方图的异常值分数 \n", + "\n", + "### 3.异常值检测的概率模型\n", + "\n", + "ABOD:基于角度的异常值检测\n", + "\n", + "### 4.使用集成分类(回归)器的异常检查模型\n", + "\n", + "Isolation Forest:隔离森林 \n", + "Feature Bagging:特征装袋 \n", + "LSCP" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## 使用PyOD 进行异常检测步骤\n", + "\n", + "* 数据缩放:将客流量和订单量标准化处理将其缩放到0到1之间。 \n", + "* 设置异常值比例: 根据经验将设置异常值比例设置为1%。\n", + "* 初始化异常检查模型: 初始化12种异常检测模型。\n", + "* 拟合数据:使用异常检测模型拟合数据并预测结果。 \n", + "* 判断异常值:使用阈值来判断数据点是正常值还是异常值。 \n", + "* 计算异常值分数:使用决策函数计算每个点的异常值分数。 \n", + "\n", + "\n", + "下面的代码参考了\"比较所有已实现的离群值检测模型的例子\"(https://github.com/yzhao062/pyod/blob/master/notebooks/Compare%20All%20Models.ipynb) 和\"使用PyOD库在Python中学习异常检测的一个很棒的教程\"(https://www.analyticsvidhya.com/blog/2019/02/outlier-detection-python-pyod/) 这两篇文章。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 对数据进行缩放\n", + "\n", + "将客流量和订单量标准化处理将其缩放到0到1之间" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " num_people num_order\n", + "0 1046.0 295.0\n", + "1 733.0 191.0\n", + "2 695.0 222.0\n", + "3 580.0 193.0\n", + "4 844.0 285.0\n", + "--------------------------\n", + " num_people num_order\n", + "0 0.068776 0.499145\n", + "1 0.048017 0.321368\n", + "2 0.045497 0.374359\n", + "3 0.037870 0.324786\n", + "4 0.055379 0.482051\n" + ] + } + ], + "source": [ + "#数据缩放\n", + "cols = ['num_people', 'num_order']\n", + "minmax = MinMaxScaler(feature_range=(0, 1))\n", + "print(df[cols].head())\n", + "print('--------------------------')\n", + "df[['num_people','num_order']] = minmax.fit_transform(df[cols])\n", + "print(df[cols].head())" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 初始化异常值检测模型\n", + "\n", + "在这里我们将初始化常见的12种异常检测模型" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model 1 Angle-based Outlier Detector (ABOD)\n", + "Model 2 Cluster-based Local Outlier Factor (CBLOF)\n", + "Model 3 Feature Bagging\n", + "Model 4 Histogram-base Outlier Detection (HBOS)\n", + "Model 5 Isolation Forest\n", + "Model 6 K Nearest Neighbors (KNN)\n", + "Model 7 Average KNN\n", + "Model 8 Local Outlier Factor (LOF)\n", + "Model 9 Minimum Covariance Determinant (MCD)\n", + "Model 10 One-class SVM (OCSVM)\n", + "Model 11 Principal Component Analysis (PCA)\n", + "Model 12 Locally Selective Combination (LSCP)\n" + ] + } + ], + "source": [ + "#设定异常值比例\n", + "outliers_fraction = 0.01\n", + "\n", + "# 初始化 LSCP 探测集\n", + "detector_list = [LOF(n_neighbors=5), LOF(n_neighbors=10), LOF(n_neighbors=15),\n", + " LOF(n_neighbors=20), LOF(n_neighbors=25), LOF(n_neighbors=30),\n", + " LOF(n_neighbors=35), LOF(n_neighbors=40), LOF(n_neighbors=45),\n", + " LOF(n_neighbors=50)]\n", + "classifiers = {\n", + " 'Angle-based Outlier Detector (ABOD)':\n", + " ABOD(contamination=outliers_fraction),\n", + " 'Cluster-based Local Outlier Factor (CBLOF)':\n", + " CBLOF(contamination=outliers_fraction,\n", + " check_estimator=False, random_state=0),\n", + " 'Feature Bagging':\n", + " FeatureBagging(LOF(n_neighbors=35),\n", + " contamination=outliers_fraction,\n", + " random_state=0),\n", + " 'Histogram-base Outlier Detection (HBOS)': HBOS(\n", + " contamination=outliers_fraction),\n", + " 'Isolation Forest': IForest(contamination=outliers_fraction,\n", + " random_state=0),\n", + " 'K Nearest Neighbors (KNN)': KNN(\n", + " contamination=outliers_fraction),\n", + " 'Average KNN': KNN(method='mean',\n", + " contamination=outliers_fraction),\n", + " 'Local Outlier Factor (LOF)':\n", + " LOF(n_neighbors=35, contamination=outliers_fraction),\n", + " 'Minimum Covariance Determinant (MCD)': MCD(\n", + " contamination=outliers_fraction, random_state=0),\n", + " 'One-class SVM (OCSVM)': OCSVM(contamination=outliers_fraction),\n", + " 'Principal Component Analysis (PCA)': PCA(\n", + " contamination=outliers_fraction, random_state=0),\n", + " 'Locally Selective Combination (LSCP)': LSCP(\n", + " detector_list, contamination=outliers_fraction,\n", + " random_state=0)\n", + "}\n", + "\n", + "for i, clf in enumerate(classifiers.keys()):\n", + " print('Model', i + 1, clf)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 计算异常值\n", + "\n", + "在这里我们要做的是拟合数据,预测异常和正常数据,计算异常值分数,最后进行可视化。" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#将num_people和num_order合并成一个两列的numpy数组\n", + "X1= df['num_people'].values.reshape(-1,1)\n", + "X2 = df['num_order'].values.reshape(-1,1)\n", + "X = np.concatenate((X1,X2),axis=1)\n", + "\n", + "xx , yy = np.meshgrid(np.linspace(0, 1, 100), np.linspace(0, 1, 100))\n", + "plt.figure(figsize=(20, 15))\n", + "for i, (clf_name, clf) in enumerate(classifiers.items()):\n", + " #训练数据\n", + " clf.fit(X)\n", + " # 预测异常值分数\n", + " scores_pred = clf.decision_function(X) * -1\n", + " # 预测异常值和正常值的数据\n", + " y_pred = clf.predict(X)\n", + " n_inliers = len(y_pred) - np.count_nonzero(y_pred)\n", + " n_outliers = np.count_nonzero(y_pred == 1)\n", + "\n", + " df1 = df\n", + " df1['outlier'] = y_pred.tolist()\n", + " #过滤出num_people和num_order的正常值\n", + " inliers_people = np.array(df1['num_people'][df1['outlier'] == 0]).reshape(-1,1)\n", + " inliers_order = np.array(df1['num_order'][df1['outlier'] == 0]).reshape(-1,1)\n", + "\n", + " #过滤出num_people和num_order的异常值\n", + " outliers_people = df1['num_people'][df1['outlier'] == 1].values.reshape(-1,1)\n", + " outliers_order = df1['num_order'][df1['outlier'] == 1].values.reshape(-1,1)\n", + " \n", + " # 设定一个阈值用以识别正常值和异常值的标准\n", + " threshold = np.percentile(scores_pred, 100 * outliers_fraction)\n", + "\n", + " #决策函数为每一个数据点计算异常值分数\n", + " Z = clf.decision_function(np.c_[xx.ravel(), yy.ravel()]) * -1\n", + " Z = Z.reshape(xx.shape)\n", + " \n", + " plt.subplot(3,4,i+1)\n", + " #在图上对从最小的异常值分数到阈值的范围内进行分层着色\n", + " plt.contourf(xx, yy, Z, levels=np.linspace(Z.min(), threshold, 7),cmap=plt.cm.Blues_r)\n", + " #在异常值分数等于阈值处画红色线条\n", + " a = plt.contour(xx, yy, Z, levels=[threshold],linewidths=2, colors='red')\n", + " \n", + " #填充橙色轮廓线,其中异常分数的范围是从阈值到最大异常分数\n", + " plt.contourf(xx, yy, Z, levels=[threshold, Z.max()],colors='orange')\n", + " b = plt.scatter(x=inliers_people, y=inliers_order, c='white',s=20, edgecolor='k') \n", + " c = plt.scatter(x=outliers_people, y=outliers_order, c='black',s=20, edgecolor='k')\n", + " \n", + " plt.axis('tight') \n", + " plt.legend([a.collections[0], b,c], ['决策函数', '正常值','异常值'],\n", + " prop=matplotlib.font_manager.FontProperties(size=12),loc='upper right')\n", + "\n", + " plt.xlim((0, 1))\n", + " plt.ylim((0, 1))\n", + " ss = '异常值数量: '+str(n_outliers)+' 正常值数量: '+str(n_inliers)\n", + " plt.title(clf_name)\n", + " plt.xlabel(ss)\n", + "plt.show();\n", + " \n", + " " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 参考资料" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### CBLOF(Cluster-based Local Outlier Factor)\n", + "\n", + "CBLOF算法时基于聚类组的本地异常因子计算异常值分数。\n", + "CBLOF将数据集和由聚类算法生成的聚类模型作为输入。它使用参数alpha和beta将群集分为小群集和大群集。然后基于该点所属的聚类的大小以及到最近的大聚类的距离来计算异常分数。我们使用PyOD(https://pyod.readthedocs.io/en/latest/index.html) 库来实现CBLOF算法(https://pyod.readthedocs.io/en/latest/pyod.models.html#module-pyod.models.cblof)\n", + "\n", + "### 基于直方图的离群值检测(HBOS)¶\n", + "\n", + "HBOS(https://pyod.readthedocs.io/en/latest/pyod.models.html#module-pyod.models.hbos) 假设特征独立,并通过构建直方图来计算异常程度。 在多变量异常检测中,可以计算每个单个特征的直方图,单独评分并在最后组合。 使用PyOD库时,代码与CBLOF非常相似。\n", + "\n", + "\n", + "### 隔离森林\n", + "\n", + "隔离森林其原理与随机森林类似,建立在决策树的基础上。 隔离林通过随机选择特征然后根据特征的最大值和最小值之间的分割值来隔离观察。 PyOD Isolation Forest模块(https://pyod.readthedocs.io/en/latest/pyod.models.html#module-pyod.models.iforest) 是Scikit-learn Isolation Forest的wrapper,它具有更多功能。其代码与之前的CBLOF非常相似。\n", + "\n", + "\n", + "### KNN(K - Nearest Neighbors)\n", + "\n", + "用于离群检测的pyod.models.knn.KNN(https://pyod.readthedocs.io/en/latest/pyod.models.html#module-pyod.models.knn)。 对于数据,它与第k个最近邻居的距离可以被视为异常值。其代码与之前的CBLOF非常相似。\n", + "\n", + "\n", + "Example of Comparing All Implemented Outlier Detection Models :https://github.com/yzhao062/pyod/blob/master/notebooks/Compare%20All%20Models.ipynb\n", + "\n", + "\n", + "An Awesome Tutorial to Learn Outlier Detection in Python using PyOD Library:\n", + "https://www.analyticsvidhya.com/blog/2019/02/outlier-detection-python-pyod/" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git "a/python\345\244\204\347\220\206\345\244\247\346\225\260\346\215\256\344\275\240\351\200\211\344\273\200\344\271\210\345\267\245\345\205\267_ pandas_ or Dask_.ipynb" "b/python\345\244\204\347\220\206\345\244\247\346\225\260\346\215\256\344\275\240\351\200\211\344\273\200\344\271\210\345\267\245\345\205\267_ pandas_ or Dask_.ipynb" new file mode 100644 index 0000000..b66e0cd --- /dev/null +++ "b/python\345\244\204\347\220\206\345\244\247\346\225\260\346\215\256\344\275\240\351\200\211\344\273\200\344\271\210\345\267\245\345\205\267_ pandas_ or Dask_.ipynb" @@ -0,0 +1,456 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "```\n", + "python -m pip install \"dask[complete]\"\n", + "```" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "from sklearn.datasets import make_classification\n", + "import glob\n", + "import dask.dataframe as dd\n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "创建 test_1.csv\n", + "创建 test_2.csv\n", + "创建 test_3.csv\n", + "创建 test_4.csv\n", + "创建 test_5.csv\n", + "创建 test_6.csv\n", + "创建 test_7.csv\n", + "创建 test_8.csv\n", + "创建 test_9.csv\n", + "创建 test_10.csv\n" + ] + } + ], + "source": [ + "for i in range(1, 11):\n", + " print('创建 test_%d.csv' % i)\n", + " x, y = make_classification(n_samples=100_000, n_features=100)\n", + " df = pd.DataFrame(data=x)\n", + " df['y'] = y\n", + " df.to_csv('./data/dask_data/test_%d.csv' % i, index=False)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 20.4 s, sys: 3.94 s, total: 24.3 s\n", + "Wall time: 24.3 s\n" + ] + }, + { + "data": { + "text/plain": [ + "(1000000, 101)" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "%%time\n", + "\n", + "df_list = []\n", + "for file in glob.glob('./data/dask_data/test_*.csv'):\n", + " df_ = pd.read_csv(file)\n", + " df_list.append(df_)\n", + "df = pd.concat(df_list)\n", + "df.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Int64Index: 1000000 entries, 0 to 99999\n", + "Columns: 101 entries, 0 to y\n", + "dtypes: float64(100), int64(1)\n", + "memory usage: 778.2 MB\n" + ] + } + ], + "source": [ + "df.info(memory_usage='deep')" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " 0 1 2 3 4 5 6 \\\n", + "0 1.828721 -2.114304 -0.905244 -0.259237 1.412799 -0.067901 1.286529 \n", + "1 1.383999 0.824542 0.339164 -1.430962 -0.601582 -0.239777 0.385469 \n", + "2 -1.349638 -0.363348 0.127111 -0.442155 0.320757 0.170465 -1.235266 \n", + "3 -1.043174 -0.468837 1.994105 -1.707017 1.663338 -0.060764 1.509859 \n", + "4 1.322279 -0.850668 0.710705 -0.991021 -1.226483 -0.521772 0.249594 \n", + "\n", + " 7 8 9 ... 91 92 93 94 \\\n", + "0 -0.882725 -0.847326 0.400505 ... -2.879399 -0.231125 1.048071 -1.973970 \n", + "1 -0.321220 -0.892520 1.457037 ... 1.316623 -0.593951 0.367487 0.555137 \n", + "2 0.518046 -2.468218 0.639260 ... -0.704430 -0.987114 0.722610 -0.128892 \n", + "3 1.036977 0.694708 -1.354223 ... 0.871424 1.516713 1.866168 -0.690004 \n", + "4 0.164892 -0.682996 1.273771 ... 0.868495 -0.780112 -0.016639 -0.241537 \n", + "\n", + " 95 96 97 98 99 y \n", + "0 0.334500 -1.386493 0.696828 0.092615 0.565590 0 \n", + "1 0.958412 -0.106074 0.268736 0.820467 1.299332 0 \n", + "2 0.271635 -1.149973 0.834952 -0.249592 -0.554042 1 \n", + "3 1.341017 0.104675 -1.133161 0.581784 0.535151 0 \n", + "4 0.616442 0.188719 0.010123 -0.906872 0.007898 0 \n", + "\n", + "[5 rows x 101 columns]" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 144 ms, sys: 182 µs, total: 144 ms\n", + "Wall time: 142 ms\n" + ] + } + ], + "source": [ + "%%time\n", + "\n", + "df = dd.read_csv('./data/dask_data/test_*.csv')" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Columns: 101 entries, 0 to y\n", + "dtypes: float64(100), int64(1)\n", + "memory usage: 770.6 MB\n" + ] + } + ], + "source": [ + "df.info(memory_usage='deep')" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 35.4 s, sys: 3.52 s, total: 38.9 s\n", + "Wall time: 8.11 s\n" + ] + } + ], + "source": [ + "%%time\n", + "\n", + "df = dd.read_csv('./data/dask_data/test_*.csv').compute()" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Int64Index: 1000000 entries, 0 to 2291\n", + "Columns: 101 entries, 0 to y\n", + "dtypes: float64(100), int64(1)\n", + "memory usage: 778.2 MB\n" + ] + } + ], + "source": [ + "df.info(memory_usage='deep')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "#!sudo apt-get install graphviz" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "exec_graph = dd.read_csv('./data/dask_data/test_*.csv')\n", + "exec_graph.visualize(filename='exec_graph.pdf')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.6" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/tsp.ipynb b/tsp.ipynb new file mode 100644 index 0000000..574a7d7 --- /dev/null +++ b/tsp.ipynb @@ -0,0 +1,9049 @@ +{ + "cells": [ + { + "attachments": { + "image.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "今天我们来学习利用google的or-tools算法框架来求解路径规划问题,路径规划问题大体上可以分为两类,一类是TSP(Traveling Salesperson Problem),即旅行商问题,另一类是VRP(Vehicle Routing Problem)即车辆路径规划问题。一般来说VRP问题的复杂度要大于TSP, 也可以任务TSP是一个简化版的VRP,今天我们先讨论一下最简单的TSP问题,后续会对VRP问题进行深入研究。\n", + "\n", + "## 什么是TSP\n", + "\n", + "所谓旅行商问题(TSP)是指在地图上有若干个城市,有一个推销员(Salesperson)要去这些城市推销他的商品,推销员从其中一个城市出发,必须走遍规定的所有城市,最后返回出发地。我们的要求是使用最低的成本走遍所有的城市,所谓最低的成本是指走遍所有的城市所花的交通费最省,也可以是所走的路程最短,这里我们将后者作为最低成本,即求解走遍所有城市的最短路径。如下图所示的13个美国城市,推销员需要以最低的成本走遍这13个城市:\n", + "\n", + "![image.png](attachment:image.png)\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 定义数据模型\n", + "\n", + "这里我们定义了一个数据模型,数据模型中包含了各城市之间的距离矩阵(distance_matrix),车辆数量(num_vehicles),出发和返回点的索引(depot).其中:\n", + "* 距离矩阵(distance_matrix)是一个13×13的矩阵它表示13个城市两两之间的距离。 \n", + "* 车辆数量(num_vehicles)可以理解为旅行商开着一辆汽车要走遍这13个城市。 \n", + "* 出发和返回点(depot)表示出发和返回的城市索引,这里定义为0表示从第一个城市出发最后返回第一个城市。" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "import math\n", + "from ortools.constraint_solver import routing_enums_pb2,pywrapcp\n", + "import plotly.express as px\n", + "\n", + "#定义数据模型\n", + "def create_data_model():\n", + " \"\"\"Stores the data for the problem.\"\"\"\n", + " data = {}\n", + " data['distance_matrix'] = [\n", + " [0, 2451, 713, 1018, 1631, 1374, 2408, 213, 2571, 875, 1420, 2145, 1972], \n", + " [2451, 0, 1745, 1524, 831, 1240, 959, 2596, 403, 1589, 1374, 357, 579],\n", + " [713, 1745, 0, 355, 920, 803, 1737, 851, 1858, 262, 940, 1453, 1260],\n", + " [1018, 1524, 355, 0, 700, 862, 1395, 1123, 1584, 466, 1056, 1280, 987],\n", + " [1631, 831, 920, 700, 0, 663, 1021, 1769, 949, 796, 879, 586, 371],\n", + " [1374, 1240, 803, 862, 663, 0, 1681, 1551, 1765, 547, 225, 887, 999],\n", + " [2408, 959, 1737, 1395, 1021, 1681, 0, 2493, 678, 1724, 1891, 1114, 701],\n", + " [213, 2596, 851, 1123, 1769, 1551, 2493, 0, 2699, 1038, 1605, 2300, 2099],\n", + " [2571, 403, 1858, 1584, 949, 1765, 678, 2699, 0, 1744, 1645, 653, 600],\n", + " [875, 1589, 262, 466, 796, 547, 1724, 1038, 1744, 0, 679, 1272, 1162],\n", + " [1420, 1374, 940, 1056, 879, 225, 1891, 1605, 1645, 679, 0, 1017, 1200],\n", + " [2145, 357, 1453, 1280, 586, 887, 1114, 2300, 653, 1272, 1017, 0, 504],\n", + " [1972, 579, 1260, 987, 371, 999, 701, 2099, 600, 1162, 1200, 504, 0],\n", + " ] \n", + " data['num_vehicles'] = 1 #汽车数量\n", + " data['depot'] = 0 #起始和返回点\n", + " return data\n", + "\n", + "#创建数据模型\n", + "data = create_data_model()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 创建路由模型\n", + "\n", + "以下代码在程序的主要部分创建了索引管理器(manager)和路由模型(routing)。 manager主要根据distance_matrix来管理各个城市的索引,而routing用来计算和存储访问路径。" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "manager = pywrapcp.RoutingIndexManager(len(data['distance_matrix']),\n", + " data['num_vehicles'], data['depot'])\n", + "routing = pywrapcp.RoutingModel(manager)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 创建距离回调函数\n", + "\n", + "这里我们定义了一个距离回调函数用来从返回distance_matrix中返回给定的两个城市之间的距离,接下来我们还要设置旅行成本(routing.SetArcCostEvaluatorOfAllVehicles)它将告诉求解器如何计算任意两个城市之间的旅行成本—这里我们的成本指的是任意两个城市之间的距离。" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "def distance_callback(from_index, to_index):\n", + " from_node = manager.IndexToNode(from_index)\n", + " to_node = manager.IndexToNode(to_index)\n", + " return data['distance_matrix'][from_node][to_node]\n", + "\n", + "transit_callback_index = routing.RegisterTransitCallback(distance_callback)\n", + "routing.SetArcCostEvaluatorOfAllVehicles(transit_callback_index)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 设置路径搜索策略\n", + "\n", + "这是本算法最核心的功能,搜索策略指的是搜索最短路径使用的方法,这里将第一个解决方案策略(first_solution_strategy)设置为 PATH_CHEAPEST_ARC,它通过重复添加未访问节点的权重最小的边为求解器创建初始路径。" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "search_parameters = pywrapcp.DefaultRoutingSearchParameters()\n", + "search_parameters.first_solution_strategy = (\n", + " routing_enums_pb2.FirstSolutionStrategy.PATH_CHEAPEST_ARC)" + ] + }, + { + "attachments": { + "image.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "我们查看来一下 PATH_CHEAPEST_ARC策略在官方文档中的描述:\n", + "\n", + "![image.png](attachment:image.png)\n", + "\n", + "从路由“起始”节点开始,将其连接到产生成本最低的路由段的节点,然后通过迭代添加到路由的最后一个节点来扩展路由。" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 定义输出访问路径函数\n", + "\n", + "print_solution函数输出访问路线及其距离。" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "def print_solution(manager, routing, solution):\n", + " \"\"\"Prints solution on console.\"\"\"\n", + " print('最短路程: {} 英里'.format(solution.ObjectiveValue()))\n", + " index = routing.Start(0)\n", + " plan_output = '访问路径:\\n'\n", + " route_distance = 0\n", + " while not routing.IsEnd(index):\n", + " plan_output += ' {} ->'.format(manager.IndexToNode(index))\n", + " previous_index = index\n", + " index = solution.Value(routing.NextVar(index))\n", + " route_distance += routing.GetArcCostForVehicle(previous_index, index, 0)\n", + " plan_output += ' {}\\n'.format(manager.IndexToNode(index))\n", + " print(plan_output)\n", + " plan_output += 'Route distance: {}miles\\n'.format(route_distance)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 求解最短路径\n", + "\n", + "我们调用routing.SolveWithParameters方法来快速求解最短路径,所使用的搜索策略是之前定义的 PATH_CHEAPEST_ARC,该策略可以快速得到一个可以接受的可行解,但不一定是最优解。" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "最短路程: 7293 英里\n", + "访问路径:\n", + " 0 -> 7 -> 2 -> 3 -> 4 -> 12 -> 6 -> 8 -> 1 -> 11 -> 10 -> 5 -> 9 -> 0\n", + "\n" + ] + } + ], + "source": [ + "solution = routing.SolveWithParameters(search_parameters)\n", + "if solution:\n", + " print_solution(manager, routing, solution)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 结果分析\n", + "\n", + "我们根据 PATH_CHEAPEST_ARC策略得到的最短路径来简单分析一下这个策略的实现原理,我们在距离矩阵(distance_matrix)上标上不同的颜色,红色表示已访问过的节点,绿色表示当前选中的节点,橙色表示路径最短的节点。我们来观察这个访问路径: \n", + "0 -> 7 -> 2 -> 3 -> 4 -> 12 -> 6 -> 8 -> 1 -> 11 -> 10 -> 5 -> 9 -> 0\n", + "\n", + "我们注意到节点0访问的是节点7(0->7),这里节点0到节点7的距离是213,它是矩阵第一行中的最小值。接下来节点7访问的是节点2(7 -> 2),节点7到节点2的距离是851,它也是节点7这一行中的最小值。再接下来节点2访问的是节点3(2->3),我们注意到节点2到节点3的距离是355,而这并非是节点2这一行中的最小值,最小值是到节点9的距离262才是最小值,以此类推我们发现搜索策略 PATH_CHEAPEST_ARC每次总是在最小值和次最小值之间做出选择,有时候选择最小值,有时候选择次最小值,比如节点3没有选择最短路径的节点9而是选择次最短路径的节点4,节点11也没有选择最短路径的节点5而是选择了次最短路径的节点10,这或许也是PATH_CHEAPEST_ARC为什么能比较快速的找到一个可行解的原因吧,因为它每次都是在最短或次最短的路径中搜索。\n" + ] + }, + { + "attachments": { + "image.png": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![image.png](attachment:image.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 保存路径信息\n", + "\n", + "通过下面的get_routes方法,我们可以把输出的路径信息保存起来,以供以后使用." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Route: [0, 7, 2, 3, 4, 12, 6, 8, 1, 11, 10, 5, 9, 0]\n" + ] + } + ], + "source": [ + "def get_routes(solution, routing, manager):\n", + " routes = []\n", + " for route_nbr in range(routing.vehicles()):\n", + " index = routing.Start(route_nbr)\n", + " route = [manager.IndexToNode(index)]\n", + " while not routing.IsEnd(index):\n", + " index = solution.Value(routing.NextVar(index))\n", + " route.append(manager.IndexToNode(index))\n", + " routes.append(route)\n", + " return routes\n", + "\n", + "routes = get_routes(solution, routing, manager)\n", + "for i, route in enumerate(routes):\n", + " print('Route:', route)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 使用不同的搜索策略\n", + "\n", + "下面将访问的城市数量拓展到280个,同时我们将比较两种不同的搜索策略,以及他们的性能和耗时,为了更加直观的展示路径信息,我们在数据模型中不在存储各个城市之间的距离矩阵,而是存储各个城市的地理坐标数组(可以理解为经纬度坐标),同时还会定义一个计算距离矩阵的函数(compute_euclidean_distance_matrix),它使用欧式距离的方法根据地理坐标来计算任务两个城市之间的距离。其余方法函数和方法和上述方法一样,将不再一一说明。\n", + "\n", + "下面的代码将首先使用 PATH_CHEAPEST_ARC 策略,并将最终所有的点和路径在一个二位平面中展示出来,这样可以更直观的看出访问的顺序和方向。" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "最短路程: 2790\n", + "访问路径:\n", + " 0 -> 1 -> 279 -> 2 -> 278 -> 277 -> 248 -> 247 -> 243 -> 242 -> 241 -> 240 -> 239 -> 238 -> 245 -> 244 -> 246 -> 249 -> 250 -> 229 -> 228 -> 231 -> 230 -> 237 -> 236 -> 235 -> 234 -> 233 -> 232 -> 227 -> 226 -> 225 -> 224 -> 223 -> 222 -> 218 -> 221 -> 220 -> 219 -> 202 -> 203 -> 204 -> 205 -> 207 -> 206 -> 211 -> 212 -> 215 -> 216 -> 217 -> 214 -> 213 -> 210 -> 209 -> 208 -> 251 -> 254 -> 255 -> 257 -> 256 -> 253 -> 252 -> 139 -> 140 -> 141 -> 142 -> 143 -> 199 -> 201 -> 200 -> 195 -> 194 -> 193 -> 191 -> 190 -> 189 -> 188 -> 187 -> 163 -> 164 -> 165 -> 166 -> 167 -> 168 -> 169 -> 171 -> 170 -> 172 -> 105 -> 106 -> 104 -> 103 -> 107 -> 109 -> 110 -> 113 -> 114 -> 116 -> 117 -> 61 -> 62 -> 63 -> 65 -> 64 -> 84 -> 85 -> 115 -> 112 -> 86 -> 83 -> 82 -> 87 -> 111 -> 108 -> 89 -> 90 -> 91 -> 102 -> 101 -> 100 -> 99 -> 98 -> 97 -> 96 -> 95 -> 94 -> 93 -> 92 -> 79 -> 88 -> 81 -> 80 -> 78 -> 77 -> 76 -> 74 -> 75 -> 73 -> 72 -> 71 -> 70 -> 69 -> 66 -> 68 -> 67 -> 57 -> 56 -> 55 -> 54 -> 53 -> 52 -> 51 -> 50 -> 49 -> 48 -> 47 -> 46 -> 45 -> 44 -> 43 -> 58 -> 60 -> 59 -> 42 -> 41 -> 40 -> 39 -> 38 -> 37 -> 36 -> 35 -> 34 -> 33 -> 32 -> 31 -> 30 -> 29 -> 124 -> 123 -> 122 -> 121 -> 120 -> 119 -> 118 -> 156 -> 157 -> 158 -> 173 -> 162 -> 161 -> 160 -> 174 -> 159 -> 150 -> 151 -> 155 -> 152 -> 154 -> 153 -> 128 -> 129 -> 130 -> 131 -> 18 -> 19 -> 20 -> 127 -> 126 -> 125 -> 28 -> 27 -> 26 -> 25 -> 21 -> 24 -> 22 -> 23 -> 13 -> 12 -> 14 -> 11 -> 10 -> 9 -> 7 -> 8 -> 6 -> 5 -> 275 -> 274 -> 273 -> 272 -> 271 -> 270 -> 15 -> 16 -> 17 -> 132 -> 149 -> 177 -> 176 -> 175 -> 178 -> 179 -> 180 -> 181 -> 182 -> 183 -> 184 -> 186 -> 185 -> 192 -> 196 -> 197 -> 198 -> 144 -> 145 -> 146 -> 147 -> 148 -> 138 -> 137 -> 136 -> 135 -> 134 -> 133 -> 269 -> 268 -> 267 -> 266 -> 265 -> 264 -> 263 -> 262 -> 261 -> 260 -> 258 -> 259 -> 276 -> 3 -> 4 -> 0\n", + "\n" + ] + }, + { + "data": { + "application/vnd.plotly.v1+json": { + "config": { + "plotlyServerURL": "https://plot.ly" + }, + "data": [ + { + "hovertemplate": "x=%{x}
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to_node[0]),\n", + " (from_node[1] - to_node[1]))))\n", + " return distances\n", + "\n", + "def print_solution(manager, routing, solution):\n", + " \"\"\"数据最终的访问路径\"\"\"\n", + " print('最短路程: {}'.format(solution.ObjectiveValue()))\n", + " index = routing.Start(0)\n", + " plan_output = '访问路径:\\n'\n", + " route_distance = 0\n", + " while not routing.IsEnd(index):\n", + " #indexs.append(index)\n", + " plan_output += ' {} ->'.format(manager.IndexToNode(index))\n", + " previous_index = index\n", + " index = solution.Value(routing.NextVar(index))\n", + " route_distance += routing.GetArcCostForVehicle(previous_index, index, 0)\n", + " plan_output += ' {}\\n'.format(manager.IndexToNode(index))\n", + " print(plan_output)\n", + " plan_output += 'Objective: {}m\\n'.format(route_distance)\n", + "\n", + "# 创建数据模型\n", + "data = create_data_model()\n", + "\n", + "# 创建索引管理器(manager)和路由模型(routing)\n", + "manager = pywrapcp.RoutingIndexManager(len(data['locations']),\n", + " data['num_vehicles'], data['depot'])\n", + "routing = pywrapcp.RoutingModel(manager)\n", + "#计算距离矩阵\n", + "distance_matrix = compute_euclidean_distance_matrix(data['locations'])\n", + "\n", + "#定义回调函数\n", + "def distance_callback(from_index, to_index):\n", + " from_node = manager.IndexToNode(from_index)\n", + " to_node = manager.IndexToNode(to_index)\n", + " return distance_matrix[from_node][to_node]\n", + "\n", + "transit_callback_index = routing.RegisterTransitCallback(distance_callback)\n", + "routing.SetArcCostEvaluatorOfAllVehicles(transit_callback_index)\n", + "\n", + "#定义并设置搜索策略,这里使用:PATH_CHEAPEST_ARC\n", + "search_parameters = pywrapcp.DefaultRoutingSearchParameters()\n", + "search_parameters.first_solution_strategy = (\n", + " routing_enums_pb2.FirstSolutionStrategy.PATH_CHEAPEST_ARC)\n", + "\n", + "#引导式局部搜索策略\n", + "# search_parameters.local_search_metaheuristic = (\n", + "# routing_enums_pb2.LocalSearchMetaheuristic.GUIDED_LOCAL_SEARCH)\n", + "# search_parameters.time_limit.seconds = 30\n", + "# search_parameters.log_search = True\n", + "\n", + "# 求解\n", + "solution = routing.SolveWithParameters(search_parameters)\n", + "\n", + "# 输出访问路径\n", + "if solution:\n", + " routes = get_routes(solution, routing, manager) \n", + " print_solution(manager, routing, solution)\n", + " x = [data['locations'][i][0] for i in routes[0]]\n", + " y = [data['locations'][i][1] for i in routes[0]]\n", + " x.append(x[0])\n", + " y.append(y[0])\n", + " fig = px.line(x=x, y=y,markers=True)\n", + " fig.show()\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "这里我们使用的搜索策略任然是PATH_CHEAPEST_ARC,我们得到的最短路程是2790,访问的起始点位于上图的右上角坐标是(288,149)并沿箭头方法依次访问所有节点,最后回到起始点。\n", + "\n", + "\n", + "# 改变搜索策略\n", + "\n", + "路由求解器并不总是将最优解返回给 TSP,因为路由问题在计算上是相当复杂并难以计算。 例如,上一个示例中返回的解决方案不是最佳路线。 要找到更好的解决方案,可以使用更高级的搜索策略,称为引导式局部搜索,它使求解器能够避开局部最小值-一种比所有附近路线都短的解决方案,但不是全局最小值。 远离局部最小值后,求解器继续搜索。" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.plotly.v1+json": { + "config": { + "plotlyServerURL": "https://plot.ly" + }, + "data": [ + { + "hovertemplate": "time_limit=%{x}
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" + ], + "text/plain": [ + " text label cat\n", + "16631 \\r\\r\\n\\r\\r\\n\\r\\r\\n\\r\\r\\n\\r\\r\\n\\r\\r\\n  中新网2月14日... C000024 军事\n", + "2658 \\r\\r\\n  视频上传网站YouTube.COM酝酿卖广告,瞄准规模125亿美元的广告市场... C000010 科技\n", + "15608   这些年,总有一些事让我很矛盾:期待,又担心。\\r\\r\\n  今年的春晚《千手观音》,就是... C000023 历史\n", + "14076   母语地位上升需求回暖 \\r\\r\\n  本报北京3月17日电(记者袁晓露)北京师范大学出版... C000023 历史\n", + "15992 \\r\\r\\n\\r\\r\\n\\r\\r\\n美空军作战型CV-22“鱼鹰”倾转旋翼机\\r\\r\\n  ... C000024 军事\n", + "10611 \\r\\r\\n  1803年英国化学家道尔顿(1766-1844)提出原子论后,受到科学界的普... C000020 教育\n", + "1479 河北宣工(行情,论坛)(000923):外资合作 涨停专家\\r\\r\\n第一证券\\r\\r\\n... C000008 财经\n", + "3386   【eNet特约评论】昔日在电信领域红极一时的朗讯,在市场的残酷冲击下,锐气不及当年。朗讯... C000010 科技\n", + "6320 新华社照片,东京,2006年5月7日 (体育)(5)羽毛球――中国男队勇夺汤姆斯杯 ... C000014 体育\n", + "13586   眉目传神热情自信\\r\\r\\n  一般说来,眼睛会表现出自卑和自信、诚实和伪装。在你进门之... C000022 人力资源" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df = pd.read_csv( './data/sogou2006_clean.csv')\n", + "len(df)\n", + "df.sample(10)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "旅游 1990\n", + "军事 1990\n", + "财经 1990\n", + "科技 1990\n", + "人力资源 1990\n", + "教育 1990\n", + "体育 1990\n", + "健康 1990\n", + "历史 1989\n", + "Name: cat, dtype: int64" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.cat.value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "' 证券通:计划向外资定向增发 G苏阳光(行情,论坛)将继续高增长\\r\\r\\n\\r\\r\\n 深度报告 权威内参 来自“证券通”www.KL178.com\\r\\r\\n\\r\\r\\n G苏阳光(600220)主要从事精纺呢绒和西服的生产和销售,目前具有年产2000万米呢绒,150万套服装的生产能力,是国内最大的精纺呢绒生产企业,毛纺行业的龙头企业。\\r\\r\\n\\r\\r\\n 查阅《证券通-第一内参》可知,公司计划向2-3家外资企业定向增发1亿股-2亿股,5月后进入实质谈判阶段。公司05年EPS为0.018元,预计06年EPS达到0.114元,同比增长525.5%。假设引入外资成功,07年后业绩继续稳步增长,07年、08年净利润分别同比增长28.3%和27.3%。受此影响,G苏阳光5月8日开盘后没多久便被大单封涨停。\\r\\r\\n\\r\\r\\n 更多详情免费咨询021*64690729或登录WWW.KL178.COM(证券通),资深行业研究员为您提供客观、深度、超前的投资信息。\\r\\r\\n\\r\\r\\n 本文版权为“证券通”独家拥有,任何单位和个人不得复制、转发以及用于业务经营,违者将追究其法律责任。作者声明:在本机构、本人所知情的范围内,本机构、本人以及财产上的利害关系人与所述文章内容没有利害关系。本版文章纯属个人观点,仅供参考,文责自负。读者据此入市,风险自担。'" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[df.cat=='财经'].sample(1).text.values[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'\\r\\r\\n \\r\\r\\n\\u3000\\u3000主要聚居在地处黄河沿岸的青海[图库]省循化地区。撒拉族有自已的语言,但无文字,通用汉文。撒拉语属阿尔泰语系突厥语族,吸收了不少汉语和藏语词汇,青壮年多通汉语。 \\u3000\\u3000撒拉族男儿,多以上山伐木、下河板筏为生。此外,养蜂是撒拉人最喜爱的副业生产,园艺也是他们的特长。\\r\\r\\n    习俗\\r\\r\\n\\u3000\\u3000撒拉族的禁忌有:忌食猪肉、狗肉、驴肉、骡肉和死的畜禽肉及动物的血;严禁在清真寺内及其附近地吐痰或携带污浊之物进入清真寺;作礼拜时,他人不得从面前走过;忌在水井、水塘附近洗涤衣物;与人谈话时忌咳嗽和擤鼻涕;在老人面前不能有失礼的行为。\\r\\r\\n    婚俗\\r\\r\\n\\u3000\\u3000在新娘上路之前,女方的家长要用做好的比利买海和上好的茶水招待迎送新娘的客人。看望妇女坐月子,都要带上比利买海,请产妇滋补身体。孩子出满月,主人要拿出核桃、大枣和把薄面片切成正方形或菱形小块油炸成一种名为“古古麻麻”的食品,散发给来祝贺的客人。\\r\\r\\n    食俗\\r\\r\\n\\u3000\\u3000撒拉族习惯于日食三餐(农忙时根据情况适当加餐),主食以面粉为主。家常品种有花卷、馍馍、馒头、烙饼、面片、拉面、擀面、散饭、搅团等。在一年一度的斋月里,一般都只食早、晚两餐,饭菜比平时丰盛一些。\\u3000\\u3000按照伊斯兰教义,撒拉族严禁饮酒,一般在撒拉族的筵席上不备酒。平时更无饮酒的习惯。 日常饮料除清茶、奶茶和盖碗茶以外,还常饮麦茶和果叶茶。制作麦茶时,将麦粒炒焙半焦捣碎后,加盐和其他配料,以陶罐熬成,味道酷似咖啡,香甜可口;果叶茶是用晒干后炒成半焦的果树叶子制成,饮用别具风味。\\u3000\\u3000典型食品:比利买海,又称“油搅团”,撒拉族传统风味食品,用植物油、面粉制成。\\r\\r\\n    节庆\\r\\r\\n\\u3000\\u3000撒拉人信奉伊斯兰教。主要节日有开斋节、古尔邦节等。最大的传统节日为古尔邦节,每当节日来临,撒拉族都要宴请宾客,煮手抓羊肉,炖鸡肉,做糖包、油炸蛋糕、炸馓子,做“比利买海”(油搅团)、“木丝日”(一种以油、熟面等为馅的包子)和各种烩菜。\\u3000\\u3000在民间,婚丧嫁娶都要炸油香、煮麦仁饭,其间凡参与炸油香、煮麦仁饭的妇女必须要“乎斯里”(即沐浴过),未经沐浴或经期妇女,不允许参与这项工作,也不允许到油锅附近去。'" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[df.cat=='旅游'].sample(1).text.values[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'\\u3000\\u3000在河南灵宝市,全市有百分之八十八点五的农民参加合作医疗,不到一年时间,补助农民医疗金额达一百二十九万元,新型农村合作医疗为农民带来的实惠早已有目共睹。\\r\\r\\n\\u3000\\u3000四月二十六日,记者在河南省灵宝市阳平镇卫生院看到,四十岁的申花伴从灵宝市委宣传部张成宝部长和卫生局局长马宽荣手里接过了七千六百元钱。原来,两个月前,她的丈夫杨明祥被烧伤,在卫生院住院用了两万多元,因为参加了灵宝市新型农村合作医疗,象这种情况,能报销百分之四十的医药费。因此,申花伴领到了这七千多元钱。\\r\\r\\n\\u3000\\u3000据介绍,二OO五年年底,灵宝市被确定为河南省新型农村合作医疗第二批试点县(市),截止到四月十五日,全市参加合作医疗的农民已达到了五十二万多人,占全市农业总人口五十九点二万人的百分之八十八点五,全市共补助参合农民四万两千多人,补助金额一百二十九万元。灵宝市的农村合作医疗的初见成效,明显缓解了农民看病难、看病贵问题。'" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[df.cat=='健康'].sample(1).text.values[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'\\u3000\\u3000作者简介:于汝波,军事科学院战争理论和战略研究部少将研究员,博士生导师,中国孙子兵法研究会副会长。出版《大思维——解读中国古典战略》等著作数十种,发表论文百余篇。作品曾获国家图书奖、“五个一工程”奖等多项奖励。\\r\\r\\n\\u3000\\u3000编者按\\u3000胡锦涛主席在全国科学技术大会上号召走中国特色自主创新道路,建设创新型国家;大力推进理论创新、制度创新、科技创新。要求在关系国计民生和国家安全的关键领域,集中力量、重点突破,实现跨越式发展。这是从当前世界情势、我国目前实际和长远目\\r\\r\\n\\u3000\\u3000标出发,做出的重大战略决策。使命召唤我们必须要在自主创新上当尖兵,尽快把我军建设成一支创新型军队。历史是一面镜子,前事不忘,后事之师,我国历史上在军事创新方面有着丰富而深刻的经验教训,总结这些经验教训,对我们今天少走弯路,实现创新型国家的宏伟目标,无疑具有积极意义。\\r\\r\\n\\u3000\\u3000我国从春秋到明代前期2000多年的时间里,军事科技一直在世界上处于领先地位。但在16世纪之后,我们却逐步落后于西方,军队的战斗力也因此大为下降。从军事科技的角度认真剖析其中的原由,对于我们今天仍有深刻的启迪。\\r\\r\\n\\u3000\\u3000近代中国封闭的环境窒息了国人的创新思维\\r\\r\\n\\u3000\\u3000导致国人创新思维萎缩的环境因素主要指落后的社会制度、闭关锁国的国策等。\\r\\r\\n\\u3000\\u3000首先,近代中国落后的社会制度压制了国人的创新思维。西方在16世纪发生了资产阶级革命,快速兴起的资本主义工商业对科学技术不断提出新的需求,从而激活了人们的创新思维,促进了科学技术的创新。而当时的中国却仍然停留在更加完善的封建主义社会,它不但严重限制工商业的发展,而且在思想领域压制新生事物,扼杀创新思维。为了维护其既得利益,统治阶级内部的保守势力往往留恋过去,反对变革,这是阻碍国人创新思维发展的一块大绊脚石。\\r\\r\\n\\u3000\\u3000其次,国家实行封闭政策不利于国人创新思维的发展。中外历史证明,国家只有开放,才能使国人获得多方面的新信息,产生认识上的飞跃,创造出新的科技成果。西方的军事科技正是在这样的背景和基础上迅猛发展起来的。而当时中国的统治者,实行严密封闭的愚民政策。行政封闭和思想禁锢使中国与国外缺乏信息交流,国人信息不灵,落后而又盲目骄傲,思维方式处于长期、多代近亲繁衍状态,到了近代已明显带有“呆傻”的特征,军事科技落后就不可避免了。\\r\\r\\n\\u3000\\u3000国人创新意识逐渐钝化使军事失去了创新主体\\r\\r\\n\\u3000\\u3000军事创新的主体是人。人一旦失去了对创新的追求,军事创新就会成为一句空话。\\r\\r\\n\\u3000\\u3000中国历史上国人重道轻器的观念非常严重,这种观念在军事上表现为重谋略,轻技术。古语所谓“半部《论语》治天下”,“《文选》烂,秀才半”;国家科举取士只考《四书五经》,不考科学技术,这种全民性的教育内容和国家性的政策导向,使古人重道轻器的观念根深蒂固。中国古代“兵技巧”类兵书之所以大都被历史淘汰,与国人的这种价值取向有极大关系。西方将仿生学多继续用于自然科学技术创新,而中国的古人则将观察和研究自然现象得出的哲理多用于军事谋略、政治权术、社会管理和处世之道,从而形成了中西价值追求的重要分野。于是,中国的权谋理论在古代相当发达,而科学技术却逐步走起了下坡路。西方的军事科技则从16世纪开始迅猛发展,很快就走到了我们的前面。可见,这一局面的出现,与中西方不同的价值取向有着重要关系。\\r\\r\\n\\u3000\\u3000科技创新、制度创新、理论创新是一个密切关联的整体,三者之中,通常科技创新先行,而后引发并引领制度创新和理论创新。军事科技对军事制度、军事理论的影响也是如此。\\r\\r\\n\\u3000\\u3000传统思维方式的缺陷限制了军事创新\\r\\r\\n\\u3000\\u3000我国传统的思维方式具有哲理性强、模糊性大,长于统体思维、短于精确分析,象类推理多、逻辑论证少等特征。中国传统思维蕴含着丰富的独具特色的辩证法思想,可鉴性广,启示性久;但正因为如此,所以,其模糊性也大,界限性也弱。这无疑会影响军事科技的发展。中国传统思维强调把握事物整体,着眼上下统系,总揽发展全程,表现出思维的全面性、系统性和循环性三个基本特征。这种思维模式与西方比起来,有自己的长处,但又往往表现出对事物缺乏精确分析、严格论证的弱点,对有些问题只知其然,不知其所以然。\\r\\r\\n\\u3000\\u3000我国先人长于象类推理,在战略理论和战略决策研究上也多运用这种思维方式,由天道直接推及人道,其间往往缺少严密的逻辑论证。我国先秦时期虽有了自己的逻辑学论述,但后来由于种种原因而受到了冷落,未形成系统的理论。这对中国科技的发展产生了消极影响。象类思维、直觉顿悟是一种创新性思维,但属“粗放型”的,缺乏精确的实验证明和严密的逻辑推理,到了一定阶段,就很难再向新的高度发展。我国古代直觉顿悟思维、象类思维比较发达,古代很多创新的军事科技、军事制度、军事理论都来自于这种思维方式;但历史证明,它必须与逻辑思维、科学实验结合起来,才可能成为助推军事腾飞的翅膀,才能形成巨大的创造力。'" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[df.cat=='军事'].sample(1).text.values[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'\\r\\r\\n\\u3000\\u3000可见出检察机关的问题来了吗?这个问题就是检察机关对整个案件侦查的无控制,这是不符合大陆法系基本精神的。公安局(警察局)是国家的治安机构,隶属于国家的行政系统,由于治安案件与刑事案件通常只是量(程度)的差异,因此,公安局(警察局)就自然转化为了刑事案件的侦查机构。但是,这两者有着很重要的区别,当其作为治安机构时,可以独立行使行政处罚权;当其作为刑事案件的侦查机构时,必须由刑事法庭进行判决,公安局(警察局)不具有处罚权。因此,在大陆法系,刑事案件的侦查就要由检察官进行控制、指挥、策划、监督,从立案到起诉保持连贯性、统一性,既是保证起诉质量的必要,也是对全社会刑事犯罪进行统一、有效打击的需要。也就是说,检察官是刑事案件侦查的核心,而不是质量检验员。在以大陆法系为形式的国家,由于法官本不控制刑事侦查,当检察官又不能控制刑事侦查时,整个国家的刑事侦查体系就成为了无控制的独立王国,轻则走向独立专横,重则导致国家警察化。在中国,至今仍然在制度上保证着公安局刑事侦查的独立专横,比如,人们越来越意识到具有违宪倾向的劳动教养制度,从刑事侦查角度说,就是赋予了公安局以独立于两院的“判决权”:公安局可以借此对可能只要判三两年甚至更高刑期的嫌犯绕开两院进行实际的刑罚处理。\\r\\r\\n\\u3000\\u3000检察机关权力的弱化,既导致了公安局刑事侦查人员业务能力的低下,也导致了检察机关自身业务能力的低下。随着中国律师队伍业务能力的提高,这一矛盾将越来越显示出来。田文昌在刘涌一案里的“自由”发挥,其根源即在于此。但是,这一情况并不是中国律师的喜讯,因为,为了最大可能保证案犯得到“应有的”惩罚,中国的律师也将受到越来越多的行政、法律打压。我可以下一个不受各方欢迎的结论:中国律师业务水平的提高一定与律师的被关押、判刑数量成正比。十多年前我侦破上海(也可能是中国)第一例律师受贿罪案,情况是该律师掌握某发电厂的合同最终审批签字权(从法律上认可合同的有效性并决定合同的可实施),他凭该权力向客户索取贿赂。可现在被拘捕的律师都是什么罪名呢?就不能细讨论了。因此,不仅律师业务水平的提高将受到抑制,而且将诱致律师队伍趋向腐败。律师队伍腐败的一个重要项目,就是跟一些不自重的法官瓜分收益,从而又导致法官队伍出现腐败。“我们跟这个法院的关系很好,搞得定”,这是现在不少律师事务所最喜欢、最有效的广告词。不管是真是假,总是反映了一种很不良的问题。\\r\\r\\n\\u3000\\u3000可见,中国司法实践最急迫的问题是完善大陆法系制度的形式和内容,这也是中国法制进步可行的现实道路。不用大刀阔斧地改变中国的法律制度,但几乎可以从每一个细节上立即进行改革。把精力集中到对大陆法系的研究上,不要张口闭口英美,这才是中国的法制进步可操作的正道。比如,检察院批捕和起诉是分开的两个部门,其实完全可以合并,使批捕的检察官和公诉的检察官同一为一人,使他能更完整地了解案件的来龙去脉,最大可能地跟踪案件的进展,在法庭上更熟练、更胸有成竹。\\r\\r\\n\\u3000\\u3000改革的重要内容之一,应该是人才战略。在法院,科班出身的人应该成为法官的主体。法官越是书生气、越是单纯越好,只认法理不认人,不懂权利、利益平衡,一切按条文办事,条文变才变。说一个例子:有一个委托人和律师我都认识的案子,根据起诉情况委托人应该判四年实刑,但这是个错案,他其实并不构成犯罪。公诉人是律师的学生。律师问我怎么辩护妥当。我问法官是科班出身的还不是科班出身的。律师说不是科班出身的,但是个老资格法官,水平很不错。我说就作无罪辩护有罪结论。在法庭上,当律师最后说仍然要对委托人处以刑罚时,公诉人嘲笑律师,认为他无罪辩护结论却仍然有罪,连最基本的逻辑也弄不清楚。结果是判了缓刑。法官事后说公诉人太嫩,还有很多东西要跟律师(老师)学习。这个结果委托人也满意。律师问我道理。我说,如果法官是科班出身的,就是无罪辩护无罪结论,因为科班出身的毕竟更注重法理的严密性;法官不是科班出身,虽然水平不差,但已经养成了平衡利益的习惯,一般不会太愿意使公诉人难堪,无罪辩护无罪结论就会使他觉得为难,反而有可能使判决无法马上作出,让被告人遥遥无期地关押在看守所,作有罪结论他就可以趁势按最低程度量刑,他既然老资格自然会明白律师这样辩护的意思,这样,在实际上,就最现实地维护了委托人的利益。这是根据中国现状的无奈选择。\\r\\r\\n\\u3000\\u3000现在法学院毕业的学生直接进入检察院,这对检察院业务水平的提高不会有太大的直接效果。检察官除了要有好的法律理论修养,非常重要的是要懂侦查。一般来说,不懂侦查的检察官是不会成为优秀检察官的。检察官不懂侦查,就没有能力对整个案件进行控制,就不能准确地把握证据,一当遇到象田文昌这样的强手,在法庭上就会处在被动地位。刘涌一案中,刘涌在法庭上说检察官看到他浮肿的大腿,检察官竟然会说“不是好多了吗”,从而让田文昌抓住这一“漏洞”,这位检察官犯下这一错误的原因就是不懂侦查。不是是否承认大腿浮肿的问题,而是大腿的浮肿并不一定是刑讯逼供所造成,其原因可以有很多,医院里到处有大腿浮肿的人。因此,检察官人才的基本来源,不应该是幼稚的法学院学生,而应该是具有相当经验并通过相应考试的警官。法学院毕业生要做检察官就必须先去做警官,到第一线去直接接触各种暴露的和不暴露的嫌犯。嫌犯和律师,是检察官最好的老师。从警官当中培养检察官,是大陆法系国家的常例,其中是深有道理的。\\r\\r\\n\\u3000\\u3000刘涌一案,可以从其结果议论其正义和非正义、公正和非公正,但是,不管怎样,都应该实事求是地承认田文昌的成功。田文昌们在中国取得成就,是一件非常不容易的事,他们对中国法制的进步,将起到实在的推动力。刘涌一案对中国的检察、公安是一个警钟,如果承认这是警钟,就应该将此作为强化自己业务能力提高的动力。检察、公安业务能力不提高,将来会出现更多的类似刘涌案的荒唐判决,会经常刺激人民的神经,不想这样,就会回到依靠法外权力定案的老路上去,就会走向进一步封闭舆论的专制道路上去。如果认识到这一点,田文昌在刘涌一案中的成功,就会实实在在推动中国司法的进步。否则,就会有越来越多的“刘涌案”引起人们的愤怒。\\r\\r\\n\\u3000\\u3000\\r\\r\\n来源:[世纪中国]上一页 [1] [2] [3] '" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[df.cat=='历史'].sample(1).text.values[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "#定义删除除字母,数字,汉字以外的所有符号的函数\n", + "def remove_punctuation(line):\n", + " line = str(line)\n", + " if line.strip()=='':\n", + " return ''\n", + " rule = re.compile(u\"[^a-zA-Z0-9\\u4E00-\\u9FA5]\")\n", + " line = rule.sub('',line)\n", + " return line\n", + " \n", + "def stopwordslist(filepath): \n", + " stopwords = [line.strip() for line in open(filepath, 'r', encoding='utf-8').readlines()] \n", + " return stopwords \n", + " \n", + "#加载停用词\n", + "stopwords = stopwordslist(\"./data/chineseStopWords.txt\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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6031\\r\\r\\n  夺冠呼声消失殆尽后,申花队似乎陷入了难以自拔的沉默期。客场挑战西安国际0比0...C000014体育夺冠呼声消失殆尽后申花队似乎陷入了难以自拔的沉默期客场挑战西安国际0比0互交白卷主场又与北京...
2057神州奥美向其子公司索赔1.2亿元,盛大首次申明没有侵权\\r\\r\\n  本报讯 昨天,针对...C000010科技神州奥美向其子公司索赔12亿元盛大首次申明没有侵权本报讯昨天针对神州奥美12亿元的天价索赔案...
5219\\r\\r\\n  减肥不减腿部脂肪,因为它可以减少患心脏病的危险,这是日本筑波大学人类综合科学...C000013健康减肥不减腿部脂肪因为它可以减少患心脏病的危险这是日本筑波大学人类综合科学研究专业讲师大藏伦博...
9637“人们在这里寻找到一种爱的精神,对爱的向往、对爱的恪守,这就足够了。因为爱是人类最本质的...C000016旅游人们在这里寻找到一种爱的精神对爱的向往对爱的恪守这就足够了因为爱是人类最本质的东西有了它幸福...
17289\\r\\r\\n\\r\\r\\n\\r\\r\\n\\r\\r\\n  美国《航空周刊》2006年3月27日刊报...C000024军事美国航空周刊2006年3月27日刊报道JUCAS联合无人空战系统项目下马后美国军方企业界和有...
9435还没踏出火车站,就看到李奥纳多·迪卡普里奥的大型海报,原来当地正举办摄影展,展出许多电影拍摄...C000016旅游还没踏出火车站就看到李奥纳多迪卡普里奥的大型海报原来当地正举办摄影展展出许多电影拍摄之余所抓...
14491\\r\\r\\n  沈奕斐:在上海医药仓库里所存的那些盘尼西林,原来是准备给抗美援朝的志愿军的。...C000023历史沈奕斐在上海医药仓库里所存的那些盘尼西林原来是准备给抗美援朝的志愿军的但是治疗性病如果没有这...
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5702今年3月1日,可以说是我国药品生产企业试点参数放行的“起跑线”。这一天,国家食品药品监督...C000013健康今年3月1日可以说是我国药品生产企业试点参数放行的起跑线这一天国家食品药品监督管理局SFDA...今年 月 日 说 我国 药品 生产 企业 试点 参数 放行 起跑线 一天 国家 食品 药品监...
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C000023 历史 \n", + "\n", + " text_clean \\\n", + "3813 一家美国上市公司的中国概念与纸上并购本报记者柯志雄北京报道在高个白人中佛罗里达狼是少数常来中... \n", + "7700 五大前锋轮番上阵申花仍旧没有摆脱锋线零进球的尴尬昨天晚上济南的体育场申花在场面明显占优的情况... \n", + "14812 叶剑英在粉碎四人帮的斗争中起到了决定性的作用赢得了党内外的高度评价华国锋认为叶剑英德高望重建... \n", + "16103 目前对于信息化战争的研究多数是从战争形态的角度从宏观上以信息化战争的基本概念基本特征作战方式... \n", + "13814 因为跳槽到同行业其他公司杨女士被原单位告上法庭日前一中院以杨女士违反竞业禁止约定为由终审判决... \n", + "9937 红色旅游正在全国如火如荼地展开井冈山韶山遵义延安西柏坡等几大革命圣地迎来了源源不断的客流成为... \n", + "10149 本报讯记者石果实习生罗智渊昨日记者从西南政法大学获悉5月2日我市将首次举行2006年司法考试... \n", + "5702 今年3月1日可以说是我国药品生产企业试点参数放行的起跑线这一天国家食品药品监督管理局SFDA... \n", + "8516 新华网成都月日专电记者肖林记者日从成都铁路局获悉成渝城际旅客双层新型空调列车将于月日正式开行... \n", + "15563 70年代家里有辆自行车是件很有面子的事情记得那时最好的牌子叫凤凰当然更考究的要骑蓝翎那是英国... \n", + "\n", + " text_cut \n", + "3813 一家 美国 上市公司 中国 概念 纸 并购 本报记者 柯志雄 北京 报道 高个 白人 中 佛... \n", + "7700 五大 前锋 轮番上阵 申花 没有 摆脱 锋线 零 进球 尴尬 昨天晚上 济南 体育场 申花 ... \n", + "14812 叶剑英 粉碎 四人帮 斗争 中 起到 决定性 作用 赢得 党内外 高度评价 华国锋 认为 叶... \n", + "16103 目前 信息化 战争 研究 多数 是从 战争 形态 角度 宏观 上以 信息化 战争 基本概念 ... \n", + "13814 跳槽 同行业 公司 杨 女士 原 单位 告上 法庭 日前 一中院 杨 女士 违反 竞业禁止 ... \n", + "9937 红色旅游 正在 全国 如火如荼 展开 井冈山 韶山 遵义 延安 西柏坡 几大 革命圣地 迎来... \n", + "10149 本报讯 记者 石果 实习生 罗智渊 昨日 记者 西南政法大学 获悉 月 日 我市 首次 举行... \n", + "5702 今年 月 日 说 我国 药品 生产 企业 试点 参数 放行 起跑线 一天 国家 食品 药品监... \n", + "8516 新华网 成都 月 日 专电 记者 肖林 记者 日 成都 铁路局 获悉 成渝 城际 旅客 双层... \n", + "15563 70 年代 家里 有辆 自行车 件 面子 事情 记得 最好 牌子 凤凰 更 考究 骑 蓝翎 ... " + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df['text_cut'] = df['text_clean'].apply(lambda x: \" \".join([w for w in list(jb.cut(x)) if w not in stopwords]))\n", + "df.sample(10)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "297176" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "sentences = [row.split() for row in df['text_cut']]\n", + "word_freq = defaultdict(int)\n", + "for sent in sentences:\n", + " for i in sent:\n", + " word_freq[i] += 1\n", + "len(word_freq)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "d:\\Anaconda3\\lib\\site-packages\\ipykernel_launcher.py:7: DeprecationWarning:\n", + "\n", + "Call to deprecated `iter` (Attribute will be removed in 4.0.0, use self.epochs instead).\n", + "\n" + ] + } + ], + "source": [ + "model = Word2Vec(min_count=200,\n", + " window=5,\n", + " size=100,\n", + " workers=4)\n", + "\n", + "model.build_vocab(sentences)\n", + "model.train(sentences, total_examples=model.corpus_count, epochs=model.iter)\n", + "model.init_sims(replace=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[('股票', 0.5983016490936279),\n", + " ('债券', 0.5910301208496094),\n", + " ('认购', 0.5515949726104736),\n", + " ('投资者', 0.5413485169410706),\n", + " ('投资', 0.5206654071807861),\n", + " ('持股', 0.5060251355171204),\n", + " ('招商', 0.5032355785369873),\n", + " ('券商', 0.49891117215156555),\n", + " ('评级', 0.4926179051399231),\n", + " ('现金', 0.46198245882987976)]" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.wv.most_similar(positive=['基金'])" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[('咳嗽', 0.8751150369644165),\n", + " ('过敏', 0.8337826728820801),\n", + " ('出血', 0.8206079602241516),\n", + " ('发作', 0.8174974322319031),\n", + " ('不适', 0.7918287515640259),\n", + " ('疼痛', 0.7878854274749756),\n", + " ('头痛', 0.7779319286346436),\n", + " ('服用', 0.769497811794281),\n", + " ('干燥', 0.7627055048942566),\n", + " ('失眠', 0.7600494623184204)]" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.wv.most_similar(positive=['感冒'])" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[('劳动力', 0.555505633354187),\n", + " ('负担', 0.5551137328147888),\n", + " ('人口', 0.5382763743400574),\n", + " ('贫困', 0.5218415260314941),\n", + " ('子女', 0.5126364827156067),\n", + " ('就业', 0.5091021656990051),\n", + " ('困扰', 0.4945515990257263),\n", + " ('农民工', 0.49445784091949463),\n", + " ('绝大多数', 0.48268261551856995),\n", + " ('生育', 0.46601128578186035)]" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.wv.most_similar(positive=['失业'])" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[('饭店', 0.8367468118667603),\n", + " ('旅馆', 0.7565426230430603),\n", + " ('大厦', 0.7466408610343933),\n", + " ('地铁', 0.7440853118896484),\n", + " ('店', 0.7361814379692078),\n", + " ('餐厅', 0.7339795231819153),\n", + " ('豪华', 0.7255125641822815),\n", + " ('码头', 0.7242347002029419),\n", + " ('酒店', 0.7172418832778931),\n", + " ('住宿', 0.6967345476150513)]" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.wv.most_similar(positive=['宾馆'])" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[('猛禽', 0.7212422490119934),\n", + " ('战斗机', 0.6596713662147522),\n", + " ('美国空军', 0.6593104600906372),\n", + " ('款', 0.6327800750732422),\n", + " ('无人机', 0.6288824677467346),\n", + " ('下一代', 0.6235269904136658),\n", + " ('隐形', 0.6190775036811829),\n", + " ('Windows', 0.6013031005859375),\n", + " ('F16', 0.5972725749015808),\n", + " ('芯片', 0.5969035625457764)]" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.wv.most_similar(positive=['F35'])" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[('国民党', 0.8251262903213501),\n", + " ('周恩来', 0.7420367002487183),\n", + " ('长官', 0.7394211292266846),\n", + " ('遂', 0.7065316438674927),\n", + " ('孙中山', 0.7047836184501648),\n", + " ('中共', 0.6950869560241699),\n", + " ('邓小平', 0.6865406036376953),\n", + " ('司令', 0.6803985834121704),\n", + " ('共产党', 0.6637289524078369),\n", + " ('台当局', 0.6634297370910645)]" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.wv.most_similar(positive=['蒋介石'])" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.36402318" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.wv.similarity('蒋介石', '校长')" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "-0.13398343" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model.wv.similarity('蒋介石', '汽车')" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "107311\n" + ] + } + ], + "source": [ + "df_small, _ = train_test_split(df, test_size=0.85)\n", + "\n", + "sentences = [row.split() for row in df_small['text_cut']]\n", + "word_freq = defaultdict(int)\n", + "for sent in sentences:\n", + " for i in sent:\n", + " word_freq[i] += 1\n", + "print(len(word_freq))" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "d:\\Anaconda3\\lib\\site-packages\\ipykernel_launcher.py:6: DeprecationWarning:\n", + "\n", + "Call to deprecated `iter` (Attribute will be removed in 4.0.0, use self.epochs instead).\n", + "\n" + ] + } + ], + "source": [ + "w2v_model = Word2Vec(min_count=200,\n", + " window=5,\n", + " size=100,\n", + " workers=4)\n", + "w2v_model.build_vocab(sentences)\n", + "w2v_model.train(sentences, total_examples=model.corpus_count, epochs=model.iter)\n", + "w2v_model.init_sims(replace=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "d:\\Anaconda3\\lib\\site-packages\\ipykernel_launcher.py:6: DeprecationWarning:\n", + "\n", + "Call to deprecated `__getitem__` (Method will be removed in 4.0.0, use self.wv.__getitem__() instead).\n", + "\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "def tsne_plot(model):\n", + " labels = []\n", + " tokens = []\n", + "\n", + " for word in model.wv.vocab:\n", + " tokens.append(model[word])\n", + " labels.append(word)\n", + " \n", + " tsne_model = TSNE(perplexity=40, n_components=2, init='pca', n_iter=2500, random_state=23)\n", + " new_values = tsne_model.fit_transform(tokens)\n", + "\n", + " x = []\n", + " y = []\n", + " for value in new_values:\n", + " x.append(value[0])\n", + " y.append(value[1])\n", + " \n", + " plt.figure(figsize=(18, 18)) \n", + " for i in range(len(x)):\n", + " plt.scatter(x[i],y[i])\n", + " plt.annotate(labels[i],\n", + " xy=(x[i], y[i]),\n", + " xytext=(5, 2),\n", + " textcoords='offset points',\n", + " ha='right',\n", + " va='bottom')\n", + " plt.show()\n", + " \n", + "tsne_plot(w2v_model)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "d:\\Anaconda3\\lib\\site-packages\\ipykernel_launcher.py:1: DeprecationWarning:\n", + "\n", + "Call to deprecated `__getitem__` (Method will be removed in 4.0.0, use self.wv.__getitem__() instead).\n", + "\n" + ] + }, + { + "data": { + "application/vnd.plotly.v1+json": { + "config": { + "plotlyServerURL": "https://plot.ly" + }, + "data": [ + { + "hovertemplate": "Component 1=%{x}
Component 2=%{y}
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= True\n", + "fig.data[0].marker.line.width = 1\n", + "fig.data[0].marker.line.color = 'rgb(0, 0, 0)'\n", + "fig.update_layout(height=800, template=\"plotly_white\", paper_bgcolor=\"#f0f0f0\")\n", + "fig.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.4" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git "a/\345\270\270\347\224\250\344\273\243\347\240\201.txt" "b/\345\270\270\347\224\250\344\273\243\347\240\201.txt" new file mode 100644 index 0000000..4c692d2 --- /dev/null +++ "b/\345\270\270\347\224\250\344\273\243\347\240\201.txt" @@ -0,0 +1,244 @@ +去重 +df = df.drop_duplicates().reset_index(drop=True) +删除某一列 +df2=df2.drop(cols,axis=1) +删除两行 +df.drop(index=[0, 1]) + +date转字符串 + +from datetime import datetime, date, time +d = date.fromisoformat('2018-09-22') +t = time.fromisoformat('16:28:22') +dt = datetime.fromisoformat('2018-09-22') + +sdate = pd.to_datetime(ds).strftime('%Y-%m-%d') +st = "2019-01-20 00:00:00" +dt = datetime.datetime.strptime(st, '%Y-%m-%d %H:%M:%S') +st = "2019-01-20" +dt = datetime.datetime.strptime(st, '%Y-%m-%d') +start=pd.to_datetime('2017-01-01') + + + +修改类型 +train['tf_status'] = t1['tf_status'].astype(np.int64) + +修改日期类型 +df['ds'] = pd.to_datetime(df['ds']) + +修改字段名 +df.rename(columns={'#studentid':'studentid'}, inplace = True) + +#加年月 +df['year']=df.datetime.apply(lambda x: x.year) +df['month'] = df.datetime.apply(lambda x: x.month) +df['year'] = df['year'].astype(np.int64) +df['month'] = df['month'].astype(np.int64) + +删除字段 +df.drop(['#id'], axis=1, inplace=True) + +查看数据中顶部10%的数据 +print(df.weeks.quantile(np.arange(.9,1,.01))) + +设置索引 +df = df.set_index(['hetongdetailid']) + +判断空值 + +print("在 cat 列中总共有 %d 个空值." % df['cat'].isnull().sum()) + +print("在 review 列中总共有 %d 个空值." % df['review'].isnull().sum()) + +df[df.isnull().values==True] + +df = df[pd.notnull(df['review'])] + +排序 +df.sort_values(by="x1",ascending= False) + +模糊查询 +df_remark_tf[df_remark_tf["content_method"].str.contains(keystring)] + +修改字段类型 +df_appraise['deptid'] = df_appraise['deptid'].astype(np.int64) + +修改数据(https://blog.csdn.net/zhangchuang601/article/details/79583551) +df.loc[1,['name','age']] = ['bb',11] +df.iloc[1,2] = 19#修改某一无 +df.loc[df[df.htid.isin(ids)].index,"y"]=1 + +保存数据库 +df.to_sql(name='predict',con=mysql_engine,if_exists = 'replace') + +生成日期 +dt = datetime.datetime(year, month, 1) + +查看顶部10%数据分布 +print(movie_rating_count['totalRatingCount'].quantile(np.arange(.9,1,.01))) + +#-------plotly.express------------------------- +#折线图 +import plotly.express as px + +fig = px.line(df, x='date', y='y_true', + labels={'date':'日期', 'y_true':'话务量'}, + markers=True) +fig.update_xaxes(tickformat = "%Y-%m-%d", hoverformat = "%Y-%m-%d") +fig.update_layout(title_text="热线部门日业务量趋势图", title_x=0.5) +fig.update_traces(marker=dict(size=3)) #控制点的大小 +fig.show() + +#散点图 +fig = px.scatter(df, x="真实订单量", y="真实金额",hover_data=['did','日期']) +fig.update_traces(marker=dict(size=4)) #点的大小 +fig.show() + +---------------------------------- +1、nohup command & +例如 nohup jupyter notebook & + +2、找到进程PID(关闭在前面后台执行的进程的步骤,首先找到其进程PID) +ps -ef | grep xxxx +ps -ef 查看本机所有的进程;grep xxxx代表过滤找到条件xxxx的项目 + +3、kill掉进程 +kill -9 具体的PID + +-------------打开指定端口------------------------------------- +firewall-cmd --zone=public --add-port=8504/tcp --permanent +firewall-cmd --reload + +netstat -ntlp //查看当前所有tcp端口· +netstat -ntulp |grep 8888 //查看所有1935端口使用情况 + +------------------更新pip命令---------------------------------------- +python -m pip install --upgrade pip + +-------------搭建虚拟环境----------------------------- +# 创建虚拟环境 +conda create --name yourenvname python=3.8 + +# 进入虚拟环境 +conda activate yourenvname + +#退出虚拟环境 +conda deactivate + +#删除虚拟环境 +conda remove -n py39 --all + +# 在jupyter notebook中添加虚拟环境 +python -m ipykernel install --user --name yourenvname --display-name "display-name" + + +------------------在jupyter notebook里面添加虚拟环境---------------------------------------- +1.cmd进入虚拟环境(torch_env) +activate torch_env + +2.pip install ipykernel ipython +回车 + +3.ipython kernel install --user --name torch_env +回车 + +4.再次进入jupyter notebook +右上角,new,即可选择需要的虚拟环境。 + +5.另外,如果需要在指定文件夹中打开jupyter notebook,只需要打开文件夹所在位置,点击搜索框左边的位置框,输入cmd,再输入jupyter notebook,即可将路径设为自己需要的。 + +在jupyter 中删除虚拟环境 +6.jupyter kernelspec uninstall myenv + +---------pip install 镜像安装----------------------------------------- +pip install package_name -i https://pypi.tuna.tsinghua.edu.cn/simple + +--------------------图个格式转换--------------------------------------------------- +from PIL import Image + +#base64转PIL +def base64_to_pil(img_base64): + base64_decoded = base64.b64decode(img_base64) + byte_stream = io.BytesIO(base64_decoded) + pil_image = Image.open(byte_stream) + return pil_image + +#PIL转base64 +def image_to_base64_str(pil_image): + byte_arr = io.BytesIO() + pil_image.save(byte_arr, format='PNG') + byte_arr = byte_arr.getvalue() + return str(base64.b64encode(byte_arr).decode('utf-8')) + +#数组转base64(方法一) +pil_image = Image.fromarray(cv2.cvtColor(image_array, cv2.COLOR_BGR2RGB)) +image_base64 = image_to_base64_str(pil_image) + +#数组转base64(方法二) +retval, buffer = cv2.imencode('.png', img_mask_face_array) +image_mask_face_base64 = base64.b64encode(buffer).decode('utf-8') + +# 将PIL转换为NumPy数组 +array_image = np.array(pil_image) +array_image = np.asarray(pil_image) + +#array to pil +from PIL import Image +pil_image = Image.fromarray(image_array) + + +音量调节 +alsamixer + +常用开机自启管理命令总结 +拷贝.service文件: sudo cp mcp_pipe.service /etc/systemd/system/mcp_pipe.service +赋权限:sudo chmod 644 /etc/systemd/system/mcp_pipe.service +重新加载 systemd 配置:sudo systemctl daemon-reload + +启用开机自启: sudo systemctl enable mcp_pipe.service +禁止开机自启: sudo systemctl disable mcp_pipe.service +立即启动: sudo systemctl start mcp_pipe.service +立即停止: sudo systemctl stop mcp_pipe.service +重启服务: sudo systemctl restart mcp_pipe.service +查看状态: sudo systemctl status mcp_pipe.service +查看实时日志:journalctl -u mcp_pipe.service -f + +第一步:在 GitLab 上创建一个新的空项目 +在您的浏览器中打开 GitLab,并导航到 xiaozhi 组。 +点击页面右上角的蓝色按钮 "New project"。 +选择 "Create blank project"。 +在 "Project name" 字段中,为您的项目命名,例如 simple-py-xiaozhi。 +确保 "Project slug" 和 "Project URL" 是正确的。 +您可以选择将 "Visibility Level" 设置为 "Private" 或 "Internal"。 +不要 勾选 "Initialize repository with a README"。因为您本地已经有项目了,所以要创建一个空的项目。 +点击 "Create project"。 + +1. cd D:\work\py-xiaozhi\simple-py-xiaozhi +2. git init +3. git remote add origin [您在GitLab上创建的项目的URL] +4. git add . +5. git commit -m "Initial commit" +6. git push -u origin main + +---------esp32编译---------------------- +cd ~/work/esp-idf +source ./export.sh + +1. idf.py set-target esp32s3 +2. idf.py menuconfig +3. idf.py build +------生成单个固件文件----- +4. cd build , +5. python3 -m esptool --chip esp32s3 merge_bin -o ../xiaozhi_ok.bin @flash_args +6. 烧录固件: +python -m esptool --chip esp32s3 -p /dev/tty.usbmodemXXXX -b 460800 --before default_reset --after hard_reset write_flash -z 0x0 xiaozhi.bin + + + + + + + + + diff --git "a/\346\225\231\347\250\213-pycaret-\346\227\266\351\227\264\345\272\217\345\210\227\351\242\204\346\265\213.ipynb" "b/\346\225\231\347\250\213-pycaret-\346\227\266\351\227\264\345\272\217\345\210\227\351\242\204\346\265\213.ipynb" new file mode 100644 index 0000000..35b16ff --- /dev/null +++ "b/\346\225\231\347\250\213-pycaret-\346\227\266\351\227\264\345\272\217\345\210\227\351\242\204\346\265\213.ipynb" @@ -0,0 +1,14058 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "81e0620e", + "metadata": {}, + "source": [ + "Last updated: 16 Feb 2023\n", + "\n", + "# 👋 PyCaret 时间序列预测教程\n", + "\n", + "* 本教程来自于PyCaret官网,小红书作者:`派神`,对官方教程进行了整理和翻译。\n", + "\n", + "PyCaret 是 Python 中的开源低代码机器学习库,可自动执行机器学习工作流程。它是一种端到端的机器学习和模型管理工具,可以成倍地加快实验周期并提高您的工作效率。\n", + "\n", + "与其他开源机器学习库相比,PyCaret 是一个备用的低代码库,可以用几行代码代替数百行代码。这使得实验呈指数级快速和高效。PyCaret 本质上是围绕多个机器学习库和框架的 Python 包装器,例如 scikit-learn、XGBoost、LightGBM、CatBoost、spaCy、Optuna、Hyperopt、Ray 等。\n", + "\n", + "PyCaret 的设计和简洁性受到“公民数据科学家”的新兴角色的启发,这是 Gartner 首次使用的术语。“公民数据科学家”是高级用户,他们可以执行简单和适度复杂的分析任务,而这些任务以前需要更多的技术专长。\n" + ] + }, + { + "cell_type": "markdown", + "id": "8116e19d", + "metadata": {}, + "source": [ + "# 💻 Installation\n", + "\n", + "PyCaret 在以下 64 位系统上经过测试和支持:\n", + "- Python 3.7 – 3.10\n", + "- Python 3.9 for Ubuntu only\n", + "- Ubuntu 16.04 or later\n", + "- Windows 7 or later\n", + "\n", + "为了避免与其他包的潜在冲突,强烈建议使用虚拟环境,例如 python3 virtualenv(参见 python3 virtualenv 文档)或 conda 环境。 使用隔离环境可以独立于任何先前安装的 Python 包安装特定版本的 pycaret 及其依赖项。\n", + "\n", + "1. 创建conda 虚拟环境\n", + "- conda create --name yourenvname python=3.8\n", + "\n", + "2. 激活conda虚拟环境\n", + "- conda activate yourenvname\n", + "\n", + "3. 安装pycaret\n", + "- pip install pycaret\n", + "\n", + "4. 创建 notebook kernel,以便在jupyter notebook中加载虚拟环境\n", + "- python -m ipykernel install --user --name yourenvname --display-name \"display-name\"\n", + "\n", + "\n", + "\n", + "PyCaret 的默认安装不会自动安装所有额外的依赖项。如果您想安装所有依赖包,您必须安装完整版本:\n", + "\n", + "`pip install pycaret[full]`\n", + "\n", + "或者根据您的用例,您可以安装以下变体之一:\n", + "\n", + "- `pip install pycaret[analysis]`\n", + "- `pip install pycaret[models]`\n", + "- `pip install pycaret[tuner]`\n", + "- `pip install pycaret[mlops]`\n", + "- `pip install pycaret[parallel]`\n", + "- `pip install pycaret[test]`" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "d7142a33", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'3.0.0'" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 版本检查\n", + "import pycaret\n", + "pycaret.__version__" + ] + }, + { + "cell_type": "markdown", + "id": "fb66e98d", + "metadata": {}, + "source": [ + "# 🚀 快速入门" + ] + }, + { + "cell_type": "markdown", + "id": "00347d44", + "metadata": {}, + "source": [ + "PyCaret 的时间序列预测模块现已可用。该模块目前适用于单变量/多变量时间序列预测任务。时序模块的API与PyCaret的其他模块一致。\n", + "\n", + "它内置了预处理功能和 30 多种算法,包括统计/时间序列方法以及基于机器学习的模型。除了模型训练,该模块还有很多其他能力,例如自动超参数调优、集成、模型分析、模型打包和部署能力。\n", + "\n", + "PyCaret 中的典型工作流程按以下顺序包含以下 5 个步骤:\n", + "\n", + "### **Setup** ➡️ **Compare Models** ➡️ **Analyze Model** ➡️ **Prediction** ➡️ **Save Model**
" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "1b09f8df", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Period\n", + "1949-01 112.0\n", + "1949-02 118.0\n", + "1949-03 132.0\n", + "1949-04 129.0\n", + "1949-05 121.0\n", + "Freq: M, Name: Number of airline passengers, dtype: float64" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "### 从pycaret dataset 模块中加载样本数据集\n", + "from pycaret.datasets import get_data\n", + "data = get_data('airline')" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "2530c17c", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# 对数据集绘图\n", + "data.plot();" + ] + }, + { + "cell_type": "markdown", + "id": "c00f6a4a", + "metadata": {}, + "source": [ + "## Setup\n", + "\n", + "此函数初始化训练环境并创建转换管道。在 PyCaret 中执行任何其他函数之前必须调用setup函数。Setup只有一个必填参数,即data参数. 所有其他参数都是可选的。" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "97f2c6c6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
 DescriptionValue
0session_id123
1TargetNumber of airline passengers
2ApproachUnivariate
3Exogenous VariablesNot Present
4Original data shape(144, 1)
5Transformed data shape(144, 1)
6Transformed train set shape(141, 1)
7Transformed test set shape(3, 1)
8Rows with missing values0.0%
9Fold GeneratorExpandingWindowSplitter
10Fold Number3
11Enforce Prediction IntervalFalse
12Splits used for hyperparametersall
13User Defined Seasonal Period(s)None
14Ignore Seasonality TestFalse
15Seasonality Detection Algoauto
16Max Period to Consider60
17Seasonal Period(s) Tested[12, 24, 36, 11, 48]
18Significant Seasonal Period(s)[12, 24, 36, 11, 48]
19Significant Seasonal Period(s) without Harmonics[48, 36, 11]
20Remove HarmonicsFalse
21Harmonics Order Methodharmonic_max
22Num Seasonalities to Use1
23All Seasonalities to Use[12]
24Primary Seasonality12
25Seasonality PresentTrue
26Target Strictly PositiveTrue
27Target White NoiseNo
28Recommended d1
29Recommended Seasonal D1
30PreprocessFalse
31CPU Jobs-1
32Use GPUFalse
33Log ExperimentFalse
34Experiment Namets-default-name
35USI6b18
\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# 导入 pycaret 时间序列和初始化设置\n", + "from pycaret.time_series import *\n", + "s = setup(data, fh = 3, session_id = 123)" + ] + }, + { + "cell_type": "markdown", + "id": "3c583864", + "metadata": {}, + "source": [ + "成功执行setup后,它会显示包含实验级别信息的信息表格。\n", + "\n", + "- **Session id:** 一个伪随机数,作为种子分布在所有函数中,以供以后再现。如果没有session_id传递,则自动生成一个随机数,分发给所有函数。
\n", + "
\n", + "- **Approach:** 单变量或多变量。
\n", + "
\n", + "- **Exogenous Variables:** 模型中使用的外生变量。
\n", + "
\n", + "- **Original data shape:** 原始数据在变换之前的形状。
\n", + "
\n", + "- **Transformed train set shape :** 变换后的训练集形状。
\n", + "
\n", + "- **Transformed test set shape :** 变换后的测试集的形状。
\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "ada19398", + "metadata": {}, + "source": [ + "PyCaret 有两组 API 供您使用。(1)函数式(如上所示)和 (2)OOP(面向对象)的 API。\n", + "\n", + "如果使用面向对象的 API 而不是直接执行函数,您将导入一个类并执行类的方法。" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "32ee91c9", + "metadata": {}, + "outputs": [], + "source": [ + "# 导入 TSForecastingExperiment 并初始化类\n", + "from pycaret.time_series import TSForecastingExperiment\n", + "exp = TSForecastingExperiment()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "3ead9fb5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "pycaret.time_series.forecasting.oop.TSForecastingExperiment" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 检查exp的类型\n", + "type(exp)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "f05b8590", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
 DescriptionValue
0session_id123
1TargetNumber of airline passengers
2ApproachUnivariate
3Exogenous VariablesNot Present
4Original data shape(144, 1)
5Transformed data shape(144, 1)
6Transformed train set shape(141, 1)
7Transformed test set shape(3, 1)
8Rows with missing values0.0%
9Fold GeneratorExpandingWindowSplitter
10Fold Number3
11Enforce Prediction IntervalFalse
12Splits used for hyperparametersall
13User Defined Seasonal Period(s)None
14Ignore Seasonality TestFalse
15Seasonality Detection Algoauto
16Max Period to Consider60
17Seasonal Period(s) Tested[12, 24, 36, 11, 48]
18Significant Seasonal Period(s)[12, 24, 36, 11, 48]
19Significant Seasonal Period(s) without Harmonics[48, 36, 11]
20Remove HarmonicsFalse
21Harmonics Order Methodharmonic_max
22Num Seasonalities to Use1
23All Seasonalities to Use[12]
24Primary Seasonality12
25Seasonality PresentTrue
26Target Strictly PositiveTrue
27Target White NoiseNo
28Recommended d1
29Recommended Seasonal D1
30PreprocessFalse
31CPU Jobs-1
32Use GPUFalse
33Log ExperimentFalse
34Experiment Namets-default-name
35USIa9da
\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 在 exp 上初始化设置\n", + "exp.setup(data, fh = 3, session_id = 123)" + ] + }, + { + "cell_type": "markdown", + "id": "77213120", + "metadata": {}, + "source": [ + "您可以使用这两种方法中的任何一种,即函数式或 OOP(面向对象),甚至可以在两组 API 之间来回切换。 方法的选择不会影响结果,并且已经过一致性测试。" + ] + }, + { + "cell_type": "markdown", + "id": "b86fdf15", + "metadata": {}, + "source": [ + "## Check Stats\n", + " `check_stats` 函数用于获取汇总统计信息并对原始数据或模型残差运行统计测试。" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "f449e9eb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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TestTest NameDataPropertySettingValue
0SummaryStatisticsTransformedLength144.0
1SummaryStatisticsTransformed# Missing Values0.0
2SummaryStatisticsTransformedMean280.298611
3SummaryStatisticsTransformedMedian265.5
4SummaryStatisticsTransformedStandard Deviation119.966317
5SummaryStatisticsTransformedVariance14391.917201
6SummaryStatisticsTransformedKurtosis-0.364942
7SummaryStatisticsTransformedSkewness0.58316
8SummaryStatisticsTransformed# Distinct Values118.0
9White NoiseLjung-BoxTransformedTest Statictic{'alpha': 0.05, 'K': 24}1606.083817
10White NoiseLjung-BoxTransformedTest Statictic{'alpha': 0.05, 'K': 48}1933.155822
11White NoiseLjung-BoxTransformedp-value{'alpha': 0.05, 'K': 24}0.0
12White NoiseLjung-BoxTransformedp-value{'alpha': 0.05, 'K': 48}0.0
13White NoiseLjung-BoxTransformedWhite Noise{'alpha': 0.05, 'K': 24}False
14White NoiseLjung-BoxTransformedWhite Noise{'alpha': 0.05, 'K': 48}False
15StationarityADFTransformedStationarity{'alpha': 0.05}False
16StationarityADFTransformedp-value{'alpha': 0.05}0.99188
17StationarityADFTransformedTest Statistic{'alpha': 0.05}0.815369
18StationarityADFTransformedCritical Value 1%{'alpha': 0.05}-3.481682
19StationarityADFTransformedCritical Value 5%{'alpha': 0.05}-2.884042
20StationarityADFTransformedCritical Value 10%{'alpha': 0.05}-2.57877
21StationarityKPSSTransformedTrend Stationarity{'alpha': 0.05}True
22StationarityKPSSTransformedp-value{'alpha': 0.05}0.1
23StationarityKPSSTransformedTest Statistic{'alpha': 0.05}0.09615
24StationarityKPSSTransformedCritical Value 10%{'alpha': 0.05}0.119
25StationarityKPSSTransformedCritical Value 5%{'alpha': 0.05}0.146
26StationarityKPSSTransformedCritical Value 2.5%{'alpha': 0.05}0.176
27StationarityKPSSTransformedCritical Value 1%{'alpha': 0.05}0.216
28NormalityShapiroTransformedNormality{'alpha': 0.05}False
29NormalityShapiroTransformedp-value{'alpha': 0.05}0.000068
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" + ], + "text/plain": [ + " Test Test Name Data Property \\\n", + "0 Summary Statistics Transformed Length \n", + "1 Summary Statistics Transformed # Missing Values \n", + "2 Summary Statistics Transformed Mean \n", + "3 Summary Statistics Transformed Median \n", + "4 Summary Statistics Transformed Standard Deviation \n", + "5 Summary Statistics Transformed Variance \n", + "6 Summary Statistics Transformed Kurtosis \n", + "7 Summary Statistics Transformed Skewness \n", + "8 Summary Statistics Transformed # Distinct Values \n", + "9 White Noise Ljung-Box Transformed Test Statictic \n", + "10 White Noise Ljung-Box Transformed Test Statictic \n", + "11 White Noise Ljung-Box Transformed p-value \n", + "12 White Noise Ljung-Box Transformed p-value \n", + "13 White Noise Ljung-Box Transformed White Noise \n", + "14 White Noise Ljung-Box Transformed White Noise \n", + "15 Stationarity ADF Transformed Stationarity \n", + "16 Stationarity ADF Transformed p-value \n", + "17 Stationarity ADF Transformed Test Statistic \n", + "18 Stationarity ADF Transformed Critical Value 1% \n", + "19 Stationarity ADF Transformed Critical Value 5% \n", + "20 Stationarity ADF Transformed Critical Value 10% \n", + "21 Stationarity KPSS Transformed Trend Stationarity \n", + "22 Stationarity KPSS Transformed p-value \n", + "23 Stationarity KPSS Transformed Test Statistic \n", + "24 Stationarity KPSS Transformed Critical Value 10% \n", + "25 Stationarity KPSS Transformed Critical Value 5% \n", + "26 Stationarity KPSS Transformed Critical Value 2.5% \n", + "27 Stationarity KPSS Transformed Critical Value 1% \n", + "28 Normality Shapiro Transformed Normality \n", + "29 Normality Shapiro Transformed p-value \n", + "\n", + " Setting Value \n", + "0 144.0 \n", + "1 0.0 \n", + "2 280.298611 \n", + "3 265.5 \n", + "4 119.966317 \n", + "5 14391.917201 \n", + "6 -0.364942 \n", + "7 0.58316 \n", + "8 118.0 \n", + "9 {'alpha': 0.05, 'K': 24} 1606.083817 \n", + "10 {'alpha': 0.05, 'K': 48} 1933.155822 \n", + "11 {'alpha': 0.05, 'K': 24} 0.0 \n", + "12 {'alpha': 0.05, 'K': 48} 0.0 \n", + "13 {'alpha': 0.05, 'K': 24} False \n", + "14 {'alpha': 0.05, 'K': 48} False \n", + "15 {'alpha': 0.05} False \n", + "16 {'alpha': 0.05} 0.99188 \n", + "17 {'alpha': 0.05} 0.815369 \n", + "18 {'alpha': 0.05} -3.481682 \n", + "19 {'alpha': 0.05} -2.884042 \n", + "20 {'alpha': 0.05} -2.57877 \n", + "21 {'alpha': 0.05} True \n", + "22 {'alpha': 0.05} 0.1 \n", + "23 {'alpha': 0.05} 0.09615 \n", + "24 {'alpha': 0.05} 0.119 \n", + "25 {'alpha': 0.05} 0.146 \n", + "26 {'alpha': 0.05} 0.176 \n", + "27 {'alpha': 0.05} 0.216 \n", + "28 {'alpha': 0.05} False \n", + "29 {'alpha': 0.05} 0.000068 " + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 对原始数据进行统计测试\n", + "check_stats()" + ] + }, + { + "cell_type": "markdown", + "id": "f98dd435", + "metadata": {}, + "source": [ + "## Compare Models\n", + "\n", + "此函数使用交叉验证训练和评估模型库中所有可用模型的性能。此函数的输出是经过交叉验证后的平均分数的评分表格。可以使用该函数访问在 CV(交叉验证)期间评估的指标`get_metrics`。`add_metric`可以使用和函数添加或删除自定义指标`remove_metric`。" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "65a19df4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", 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 ModelMASERMSSEMAERMSEMAPESMAPER2TT (Sec)
etsETS0.49120.554115.094319.31050.03180.0316-0.44640.5433
exp_smoothExponential Smoothing0.49290.556115.147719.37920.03200.0317-0.46040.6000
arimaARIMA0.69640.711021.375724.77740.04470.0456-0.54950.5467
auto_arimaAuto ARIMA0.71360.694521.938924.21370.04590.0464-0.545411.7333
par_cds_dtPassive Aggressive w/ Cond. Deseasonalize & Detrending0.72120.669622.179423.36730.04530.04680.02610.1200
lar_cds_dtLeast Angular Regressor w/ Cond. Deseasonalize & Detrending0.85020.826426.264628.99230.05130.05340.03650.1100
huber_cds_dtHuber w/ Cond. Deseasonalize & Detrending0.86580.836226.782629.39470.05160.05360.15010.1233
lr_cds_dtLinear w/ Cond. Deseasonalize & Detrending0.89040.872227.526630.62430.05340.0555-0.00920.5633
ridge_cds_dtRidge w/ Cond. Deseasonalize & Detrending0.89050.872227.527030.62460.05340.0555-0.00920.1200
en_cds_dtElastic Net w/ Cond. Deseasonalize & Detrending0.89440.874627.653530.71270.05350.0557-0.00630.1033
llar_cds_dtLasso Least Angular Regressor w/ Cond. Deseasonalize & Detrending0.89660.875827.722430.75800.05360.0558-0.00420.1233
lasso_cds_dtLasso w/ Cond. Deseasonalize & Detrending0.89660.875927.723130.75940.05360.0558-0.00400.1333
br_cds_dtBayesian Ridge w/ Cond. Deseasonalize & Detrending0.91560.887828.318831.18210.05470.0569-0.02090.1267
knn_cds_dtK Neighbors w/ Cond. Deseasonalize & Detrending1.06950.992433.150034.92770.06310.0656-0.16820.1333
thetaTheta Forecaster1.08391.039333.322336.25550.06860.0710-1.79260.5200
et_cds_dtExtra Trees w/ Cond. Deseasonalize & Detrending1.16941.088436.216038.27290.06940.0727-0.43520.1633
dt_cds_dtDecision Tree w/ Cond. Deseasonalize & Detrending1.19301.134636.910639.85180.07330.0769-0.81350.0800
lightgbm_cds_dtLight Gradient Boosting w/ Cond. Deseasonalize & Detrending1.20191.136237.235939.98270.07130.0746-0.60510.0867
omp_cds_dtOrthogonal Matching Pursuit w/ Cond. Deseasonalize & Detrending1.21711.147537.645740.30700.07240.0757-0.70570.1233
ada_cds_dtAdaBoost w/ Cond. Deseasonalize & Detrending1.24151.174538.487341.34660.07280.0765-0.57110.1267
rf_cds_dtRandom Forest w/ Cond. Deseasonalize & Detrending1.25741.183738.873641.54800.07530.0789-0.94580.1767
gbr_cds_dtGradient Boosting w/ Cond. Deseasonalize & Detrending1.27021.182039.300441.53550.07600.0797-0.83440.0967
xgboost_cds_dtExtreme Gradient Boosting w/ Cond. Deseasonalize & Detrending1.31981.204540.834242.30450.07920.0831-0.91920.1100
naiveNaive Forecaster1.56541.495148.444452.52320.09200.0981-1.83440.7000
snaiveSeasonal Naive Forecaster1.67411.534351.666753.73500.10520.1117-4.53880.4767
polytrendPolynomial Trend Forecaster2.15532.109666.981774.40480.12410.1350-4.25250.5067
crostonCroston2.45652.351376.395382.97940.13940.1562-4.58950.5100
grand_meansGrand Means Forecaster7.30656.5029226.0502228.38800.44690.5821-72.11830.4767
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 ModelMASERMSSEMAERMSEMAPESMAPER2TT (Sec)
etsETS0.49120.554115.094319.31050.03180.0316-0.44640.0933
exp_smoothExponential Smoothing0.49290.556115.147719.37920.03200.0317-0.46040.1033
arimaARIMA0.69640.711021.375724.77740.04470.0456-0.54950.0800
auto_arimaAuto ARIMA0.71360.694521.938924.21370.04590.0464-0.545411.5600
par_cds_dtPassive Aggressive w/ Cond. Deseasonalize & Detrending0.72120.669622.179423.36730.04530.04680.02610.0933
lar_cds_dtLeast Angular Regressor w/ Cond. Deseasonalize & Detrending0.85020.826426.264628.99230.05130.05340.03650.0900
huber_cds_dtHuber w/ Cond. Deseasonalize & Detrending0.86580.836226.782629.39470.05160.05360.15010.0800
lr_cds_dtLinear w/ Cond. Deseasonalize & Detrending0.89040.872227.526630.62430.05340.0555-0.00920.0800
ridge_cds_dtRidge w/ Cond. Deseasonalize & Detrending0.89050.872227.527030.62460.05340.0555-0.00920.0867
en_cds_dtElastic Net w/ Cond. Deseasonalize & Detrending0.89440.874627.653530.71270.05350.0557-0.00630.0967
llar_cds_dtLasso Least Angular Regressor w/ Cond. Deseasonalize & Detrending0.89660.875827.722430.75800.05360.0558-0.00420.0933
lasso_cds_dtLasso w/ Cond. Deseasonalize & Detrending0.89660.875927.723130.75940.05360.0558-0.00400.0767
br_cds_dtBayesian Ridge w/ Cond. Deseasonalize & Detrending0.91560.887828.318831.18210.05470.0569-0.02090.0900
knn_cds_dtK Neighbors w/ Cond. Deseasonalize & Detrending1.06950.992433.150034.92770.06310.0656-0.16820.1000
thetaTheta Forecaster1.08391.039333.322336.25550.06860.0710-1.79260.0300
et_cds_dtExtra Trees w/ Cond. Deseasonalize & Detrending1.16941.088436.216038.27290.06940.0727-0.43520.1633
dt_cds_dtDecision Tree w/ Cond. Deseasonalize & Detrending1.19301.134636.910639.85180.07330.0769-0.81350.0933
lightgbm_cds_dtLight Gradient Boosting w/ Cond. Deseasonalize & Detrending1.20191.136237.235939.98270.07130.0746-0.60510.0767
omp_cds_dtOrthogonal Matching Pursuit w/ Cond. Deseasonalize & Detrending1.21711.147537.645740.30700.07240.0757-0.70570.0900
ada_cds_dtAdaBoost w/ Cond. Deseasonalize & Detrending1.24151.174538.487341.34660.07280.0765-0.57110.1167
rf_cds_dtRandom Forest w/ Cond. Deseasonalize & Detrending1.25741.183738.873641.54800.07530.0789-0.94580.1700
gbr_cds_dtGradient Boosting w/ Cond. Deseasonalize & Detrending1.27021.182039.300441.53550.07600.0797-0.83440.1167
xgboost_cds_dtExtreme Gradient Boosting w/ Cond. Deseasonalize & Detrending1.31981.204540.834242.30450.07920.0831-0.91920.1100
naiveNaive Forecaster1.56541.495148.444452.52320.09200.0981-1.83440.0267
snaiveSeasonal Naive Forecaster1.67411.534351.666753.73500.10520.1117-4.53880.0267
polytrendPolynomial Trend Forecaster2.15532.109666.981774.40480.12410.1350-4.25250.0233
crostonCroston2.45652.351376.395382.97940.13940.1562-4.58950.0200
grand_meansGrand Means Forecaster7.30656.5029226.0502228.38800.44690.5821-72.11830.0167
\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
AutoETS(seasonal='mul', sp=12, trend='add')
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" + ], + "text/plain": [ + "AutoETS(seasonal='mul', sp=12, trend='add')" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 使用OOP 比较模型\n", + "exp.compare_models()" + ] + }, + { + "cell_type": "markdown", + "id": "340de1e2", + "metadata": {}, + "source": [ + "请注意,函数式 API 和 OOP API 之间的输出是一致的。 此notebook中的其余功能将仅使用函数式 API 来展示。\n", + "\n", + "___" + ] + }, + { + "cell_type": "markdown", + "id": "6a77ec0c", + "metadata": {}, + "source": [ + "## Analyze Model" + ] + }, + { + "cell_type": "markdown", + "id": "595ea108", + "metadata": {}, + "source": [ + "您可以使用 `plot_model` 函数来分析经过训练的模型在测试集上的性能。 在某些情况下可能需要重新训练模型。" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "0ec7fad6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + " \n", + " " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.plotly.v1+json": { + "config": { + "plotlyServerURL": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# 残差图\n", + "plot_model(best, plot = 'residuals')" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "da718984", + "metadata": {}, + "outputs": [], + "source": [ + "#查看所有可以绘制的图\n", + "#help(plot_model)" + ] + }, + { + "cell_type": "markdown", + "id": "6bd66179", + "metadata": {}, + "source": [ + "`plot_model` 函数的替代方法是 `evaluate_model`。 它只能在jupyter notebook中使用,因为它使用了 ipywidget。" + ] + }, + { + "cell_type": "markdown", + "id": "954cbeff", + "metadata": {}, + "source": [ + "## Prediction\n", + " \n", + "`predict_model` 函数返回 `y_pred`。 当data参数为“None”(默认)时,它使用“setup”函数中定义的“fh”。" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "87c1a007", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
 ModelMASERMSSEMAERMSEMAPESMAPER2
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\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# 对测试进行预测\n", + "holdout_pred = predict_model(best)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "5c01ac77", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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y_pred
1960-10442.9862
1960-11388.2091
1960-12427.7009
\n", + "
" + ], + "text/plain": [ + " y_pred\n", + "1960-10 442.9862\n", + "1960-11 388.2091\n", + "1960-12 427.7009" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 显示预测结果\n", + "holdout_pred.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "766ed344", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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y_pred
1960-10442.9862
1960-11388.2091
1960-12427.7009
1961-01440.8288
1961-02414.1672
1961-03460.3095
1961-04489.8045
1961-05500.6160
1961-06567.9572
1961-07657.4233
1961-08648.7133
1961-09541.5307
1961-10472.1916
1961-11413.6633
1961-12455.5921
1962-01469.4208
1962-02440.8854
1962-03489.8456
1962-04521.0661
1962-05532.3985
1962-06603.8253
1962-07698.7240
1962-08689.2546
1962-09575.1983
1962-10501.3970
1962-11439.1175
1962-12483.4833
1963-01498.0127
1963-02467.6037
1963-03519.3818
1963-04552.3276
1963-05564.1811
1963-06639.6934
1963-07740.0248
1963-08729.7959
1963-09608.8659
\n", + "
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ForecastingPipeline(steps=[('forecaster',\n",
+       "                            TransformedTargetForecaster(steps=[('model',\n",
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+       "                                                                        trend='add'))]))])
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" + ], + "text/plain": [ + "ForecastingPipeline(steps=[('forecaster',\n", + " TransformedTargetForecaster(steps=[('model',\n", + " AutoETS(seasonal='mul',\n", + " sp=12,\n", + " trend='add'))]))])" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 加载模型\n", + "loaded_best_pipeline = load_model('my_first_pipeline')\n", + "loaded_best_pipeline" + ] + }, + { + "cell_type": "markdown", + "id": "b2c7d62e", + "metadata": {}, + "source": [ + "# 👇 逐个函数的详细概述" + ] + }, + { + "cell_type": "markdown", + "id": "e05937f5", + "metadata": {}, + "source": [ + "## ✅ Setup\n", + "此函数初始化训练环境并创建转换管道。在 PyCaret 中执行任何其他函数之前必须调用setup函数。`Setup`只有一个必需参数,即`data`. 所有其他参数都是可选的。" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "24e503be", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
 DescriptionValue
0session_id123
1TargetNumber of airline passengers
2ApproachUnivariate
3Exogenous VariablesNot Present
4Original data shape(144, 1)
5Transformed data shape(144, 1)
6Transformed train set shape(141, 1)
7Transformed test set shape(3, 1)
8Rows with missing values0.0%
9Fold GeneratorExpandingWindowSplitter
10Fold Number3
11Enforce Prediction IntervalFalse
12Splits used for hyperparametersall
13User Defined Seasonal Period(s)None
14Ignore Seasonality TestFalse
15Seasonality Detection Algoauto
16Max Period to Consider60
17Seasonal Period(s) Tested[12, 24, 36, 11, 48]
18Significant Seasonal Period(s)[12, 24, 36, 11, 48]
19Significant Seasonal Period(s) without Harmonics[48, 36, 11]
20Remove HarmonicsFalse
21Harmonics Order Methodharmonic_max
22Num Seasonalities to Use1
23All Seasonalities to Use[12]
24Primary Seasonality12
25Seasonality PresentTrue
26Target Strictly PositiveTrue
27Target White NoiseNo
28Recommended d1
29Recommended Seasonal D1
30PreprocessFalse
31CPU Jobs-1
32Use GPUFalse
33Log ExperimentFalse
34Experiment Namets-default-name
35USId85f
\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "s = setup(data, fh = 3, session_id = 123)" + ] + }, + { + "cell_type": "markdown", + "id": "924d198b", + "metadata": {}, + "source": [ + "要访问setup函数创建的所有内置变量,例如变换后的数据集、random_state 等,您可以使用`get_config`方法。" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "76128b08", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'USI',\n", + " 'X',\n", + " 'X_test',\n", + " 'X_test_transformed',\n", + " 'X_train',\n", + " 'X_train_transformed',\n", + " 'X_transformed',\n", + " '_available_plots',\n", + " '_ml_usecase',\n", + " 'all_sps_to_use',\n", + " 'approach_type',\n", + " 'candidate_sps',\n", + " 'data',\n", + " 'dataset',\n", + " 'dataset_transformed',\n", + " 'enforce_exogenous',\n", + " 'enforce_pi',\n", + " 'exogenous_present',\n", + " 'exp_id',\n", + " 'exp_name_log',\n", + " 'fh',\n", + " 'fold_generator',\n", + " 'fold_param',\n", + " 'gpu_n_jobs_param',\n", + " 'gpu_param',\n", + " 'html_param',\n", + " 'idx',\n", + " 'index_type',\n", + " 'is_multiclass',\n", + " 'log_plots_param',\n", + " 'logging_param',\n", + " 'memory',\n", + " 'model_engines',\n", + " 'n_jobs_param',\n", + " 'pipeline',\n", + " 'primary_sp_to_use',\n", + " 'seasonality_present',\n", + " 'seed',\n", + " 'significant_sps',\n", + " 'significant_sps_no_harmonics',\n", + " 'strictly_positive',\n", + " 'test',\n", + " 'test_transformed',\n", + " 'train',\n", + " 'train_transformed',\n", + " 'variable_and_property_keys',\n", + " 'variables',\n", + " 'y',\n", + " 'y_test',\n", + " 'y_test_transformed',\n", + " 'y_train',\n", + " 'y_train_transformed',\n", + " 'y_transformed'}" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 查看所有可访问的内置变量\n", + "get_config()" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "dbc43292", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Period\n", + "1949-01 112.0\n", + "1949-02 118.0\n", + "1949-03 132.0\n", + "1949-04 129.0\n", + "1949-05 121.0\n", + " ... \n", + "1960-05 472.0\n", + "1960-06 535.0\n", + "1960-07 622.0\n", + "1960-08 606.0\n", + "1960-09 508.0\n", + "Freq: M, Name: Number of airline passengers, Length: 141, dtype: float64" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 访问 y_train_transformed 内置变量\n", + "get_config('y_train_transformed')" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "ef9cd061", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The current seed is: 123\n", + "The new seed is: 786\n" + ] + } + ], + "source": [ + "# 另一个例子: 访问 seed\n", + "print(\"The current seed is: {}\".format(get_config('seed')))\n", + "\n", + "# 我们使用 set_config 来改变 seed变量的值\n", + "set_config('seed', 786)\n", + "print(\"The new seed is: {}\".format(get_config('seed')))" + ] + }, + { + "cell_type": "markdown", + "id": "7afbe41d", + "metadata": {}, + "source": [ + "所有预处理配置和实验设置/参数都传递到`setup`函数中。要查看所有可用参数,请查看文档字符串:" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "2885a14f", + "metadata": {}, + "outputs": [], + "source": [ + "# help(setup)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "34ae0fce", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " 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 DescriptionValue
0session_id123
1TargetNumber of airline passengers
2ApproachUnivariate
3Exogenous VariablesNot Present
4Original data shape(144, 1)
5Transformed data shape(144, 1)
6Transformed train set shape(141, 1)
7Transformed test set shape(3, 1)
8Rows with missing values0.0%
9Fold GeneratorExpandingWindowSplitter
10Fold Number3
11Enforce Prediction IntervalFalse
12Splits used for hyperparametersall
13User Defined Seasonal Period(s)None
14Ignore Seasonality TestFalse
15Seasonality Detection Algoauto
16Max Period to Consider60
17Seasonal Period(s) Tested[12, 24, 36, 11, 48]
18Significant Seasonal Period(s)[12, 24, 36, 11, 48]
19Significant Seasonal Period(s) without Harmonics[48, 36, 11]
20Remove HarmonicsFalse
21Harmonics Order Methodharmonic_max
22Num Seasonalities to Use1
23All Seasonalities to Use[12]
24Primary Seasonality12
25Seasonality PresentTrue
26Target Strictly PositiveTrue
27Target White NoiseNo
28Recommended d1
29Recommended Seasonal D1
30PreprocessTrue
31Numerical Imputation (Target)drift
32Transformation (Target)None
33Scaling (Target)None
34Feature Engineering (Target) - Reduced RegressionFalse
35CPU Jobs-1
36Use GPUFalse
37Log ExperimentFalse
38Experiment Namets-default-name
39USI7a02
\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# 初始化 setup 设置fold_strategy = expanding\n", + "s = setup(data, fh = 3, session_id = 123,\n", + " fold_strategy = 'expanding', numeric_imputation_target = 'drift')" + ] + }, + { + "cell_type": "markdown", + "id": "36b8b803", + "metadata": {}, + "source": [ + "## ✅ Compare Models\n", + "\n", + "此函数使用交叉验证训练和评估模型库中所有可用模型的性能。 此函数的输出是具有平均交叉验证分数的评分表格。 可以使用`get_metrics`函数访问在 CV 期间评估的指标。 可以使用 `add_metric` 和 `remove_metric` 函数添加或删除自定义指标。" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "a3350418", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
 ModelMASERMSSEMAERMSEMAPESMAPER2TT (Sec)
etsETS0.49120.554115.094319.31050.03180.0316-0.44640.1100
exp_smoothExponential Smoothing0.49290.556115.147719.37920.03200.0317-0.46040.1133
arimaARIMA0.69640.711021.375724.77740.04470.0456-0.54950.0967
auto_arimaAuto ARIMA0.71360.694521.938924.21370.04590.0464-0.545411.5833
par_cds_dtPassive Aggressive w/ Cond. Deseasonalize & Detrending0.72120.669622.179423.36730.04530.04680.02610.0833
lar_cds_dtLeast Angular Regressor w/ Cond. Deseasonalize & Detrending0.85020.826426.264628.99230.05130.05340.03650.0833
huber_cds_dtHuber w/ Cond. Deseasonalize & Detrending0.86580.836226.782629.39470.05160.05360.15010.0867
lr_cds_dtLinear w/ Cond. Deseasonalize & Detrending0.89040.872227.526630.62430.05340.0555-0.00920.1033
ridge_cds_dtRidge w/ Cond. Deseasonalize & Detrending0.89050.872227.527030.62460.05340.0555-0.00920.1000
en_cds_dtElastic Net w/ Cond. Deseasonalize & Detrending0.89440.874627.653530.71270.05350.0557-0.00630.1033
llar_cds_dtLasso Least Angular Regressor w/ Cond. Deseasonalize & Detrending0.89660.875827.722430.75800.05360.0558-0.00420.0867
lasso_cds_dtLasso w/ Cond. Deseasonalize & Detrending0.89660.875927.723130.75940.05360.0558-0.00400.1067
br_cds_dtBayesian Ridge w/ Cond. Deseasonalize & Detrending0.91560.887828.318831.18210.05470.0569-0.02090.0767
knn_cds_dtK Neighbors w/ Cond. Deseasonalize & Detrending1.06950.992433.150034.92770.06310.0656-0.16820.0967
thetaTheta Forecaster1.08391.039333.322336.25550.06860.0710-1.79260.0533
et_cds_dtExtra Trees w/ Cond. Deseasonalize & Detrending1.16941.088436.216038.27290.06940.0727-0.43520.1567
dt_cds_dtDecision Tree w/ Cond. Deseasonalize & Detrending1.19301.134636.910639.85180.07330.0769-0.81350.0833
lightgbm_cds_dtLight Gradient Boosting w/ Cond. Deseasonalize & Detrending1.20191.136237.235939.98270.07130.0746-0.60510.0867
omp_cds_dtOrthogonal Matching Pursuit w/ Cond. Deseasonalize & Detrending1.21711.147537.645740.30700.07240.0757-0.70570.0800
ada_cds_dtAdaBoost w/ Cond. Deseasonalize & Detrending1.24151.174538.487341.34660.07280.0765-0.57110.1133
rf_cds_dtRandom Forest w/ Cond. Deseasonalize & Detrending1.25741.183738.873641.54800.07530.0789-0.94580.1667
gbr_cds_dtGradient Boosting w/ Cond. Deseasonalize & Detrending1.27021.182039.300441.53550.07600.0797-0.83440.1033
xgboost_cds_dtExtreme Gradient Boosting w/ Cond. Deseasonalize & Detrending1.31981.204540.834242.30450.07920.0831-0.91920.1133
naiveNaive Forecaster1.56541.495148.444452.52320.09200.0981-1.83440.0433
snaiveSeasonal Naive Forecaster1.67411.534351.666753.73500.10520.1117-4.53880.0467
polytrendPolynomial Trend Forecaster2.15532.109666.981774.40480.12410.1350-4.25250.0367
crostonCroston2.45652.351376.395382.97940.13940.1562-4.58950.0400
grand_meansGrand Means Forecaster7.30656.5029226.0502228.38800.44690.5821-72.11830.0467
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NameReferenceTurbo
ID
naiveNaive Forecastersktime.forecasting.naive.NaiveForecasterTrue
grand_meansGrand Means Forecastersktime.forecasting.naive.NaiveForecasterTrue
snaiveSeasonal Naive Forecastersktime.forecasting.naive.NaiveForecasterTrue
polytrendPolynomial Trend Forecastersktime.forecasting.trend.PolynomialTrendForeca...True
arimaARIMAsktime.forecasting.arima.ARIMATrue
auto_arimaAuto ARIMAsktime.forecasting.arima.AutoARIMATrue
exp_smoothExponential Smoothingsktime.forecasting.exp_smoothing.ExponentialSm...True
crostonCrostonsktime.forecasting.croston.CrostonTrue
etsETSsktime.forecasting.ets.AutoETSTrue
thetaTheta Forecastersktime.forecasting.theta.ThetaForecasterTrue
tbatsTBATSsktime.forecasting.tbats.TBATSFalse
batsBATSsktime.forecasting.bats.BATSFalse
lr_cds_dtLinear w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
en_cds_dtElastic Net w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
ridge_cds_dtRidge w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
lasso_cds_dtLasso w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
lar_cds_dtLeast Angular Regressor w/ Cond. Deseasonalize...pycaret.containers.models.time_series.BaseCdsD...True
llar_cds_dtLasso Least Angular Regressor w/ Cond. Deseaso...pycaret.containers.models.time_series.BaseCdsD...True
br_cds_dtBayesian Ridge w/ Cond. Deseasonalize & Detren...pycaret.containers.models.time_series.BaseCdsD...True
huber_cds_dtHuber w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
par_cds_dtPassive Aggressive w/ Cond. Deseasonalize & De...pycaret.containers.models.time_series.BaseCdsD...True
omp_cds_dtOrthogonal Matching Pursuit w/ Cond. Deseasona...pycaret.containers.models.time_series.BaseCdsD...True
knn_cds_dtK Neighbors w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
dt_cds_dtDecision Tree w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
rf_cds_dtRandom Forest w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
et_cds_dtExtra Trees w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
gbr_cds_dtGradient Boosting w/ Cond. Deseasonalize & Det...pycaret.containers.models.time_series.BaseCdsD...True
ada_cds_dtAdaBoost w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
xgboost_cds_dtExtreme Gradient Boosting w/ Cond. Deseasonali...pycaret.containers.models.time_series.BaseCdsD...True
lightgbm_cds_dtLight Gradient Boosting w/ Cond. Deseasonalize...pycaret.containers.models.time_series.BaseCdsD...True
\n", + "
" + ], + "text/plain": [ + " Name \\\n", + "ID \n", + "naive Naive Forecaster \n", + "grand_means Grand Means Forecaster \n", + "snaive Seasonal Naive Forecaster \n", + "polytrend Polynomial Trend Forecaster \n", + "arima ARIMA \n", + "auto_arima Auto ARIMA \n", + "exp_smooth Exponential Smoothing \n", + "croston Croston \n", + "ets ETS \n", + "theta Theta Forecaster \n", + "tbats TBATS \n", + "bats BATS \n", + "lr_cds_dt Linear w/ Cond. Deseasonalize & Detrending \n", + "en_cds_dt Elastic Net w/ Cond. Deseasonalize & Detrending \n", + "ridge_cds_dt Ridge w/ Cond. Deseasonalize & Detrending \n", + "lasso_cds_dt Lasso w/ Cond. Deseasonalize & Detrending \n", + "lar_cds_dt Least Angular Regressor w/ Cond. Deseasonalize... \n", + "llar_cds_dt Lasso Least Angular Regressor w/ Cond. Deseaso... \n", + "br_cds_dt Bayesian Ridge w/ Cond. Deseasonalize & Detren... \n", + "huber_cds_dt Huber w/ Cond. Deseasonalize & Detrending \n", + "par_cds_dt Passive Aggressive w/ Cond. Deseasonalize & De... \n", + "omp_cds_dt Orthogonal Matching Pursuit w/ Cond. Deseasona... \n", + "knn_cds_dt K Neighbors w/ Cond. Deseasonalize & Detrending \n", + "dt_cds_dt Decision Tree w/ Cond. Deseasonalize & Detrending \n", + "rf_cds_dt Random Forest w/ Cond. Deseasonalize & Detrending \n", + "et_cds_dt Extra Trees w/ Cond. Deseasonalize & Detrending \n", + "gbr_cds_dt Gradient Boosting w/ Cond. Deseasonalize & Det... \n", + "ada_cds_dt AdaBoost w/ Cond. Deseasonalize & Detrending \n", + "xgboost_cds_dt Extreme Gradient Boosting w/ Cond. Deseasonali... \n", + "lightgbm_cds_dt Light Gradient Boosting w/ Cond. Deseasonalize... \n", + "\n", + " Reference Turbo \n", + "ID \n", + "naive sktime.forecasting.naive.NaiveForecaster True \n", + "grand_means sktime.forecasting.naive.NaiveForecaster True \n", + "snaive sktime.forecasting.naive.NaiveForecaster True \n", + "polytrend sktime.forecasting.trend.PolynomialTrendForeca... True \n", + "arima sktime.forecasting.arima.ARIMA True \n", + "auto_arima sktime.forecasting.arima.AutoARIMA True \n", + "exp_smooth sktime.forecasting.exp_smoothing.ExponentialSm... True \n", + "croston sktime.forecasting.croston.Croston True \n", + "ets sktime.forecasting.ets.AutoETS True \n", + "theta sktime.forecasting.theta.ThetaForecaster True \n", + "tbats sktime.forecasting.tbats.TBATS False \n", + "bats sktime.forecasting.bats.BATS False \n", + "lr_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "en_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "ridge_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "lasso_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "lar_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "llar_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "br_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "huber_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "par_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "omp_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "knn_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "dt_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "rf_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "et_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "gbr_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "ada_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "xgboost_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "lightgbm_cds_dt pycaret.containers.models.time_series.BaseCdsD... True " + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 查看所有可用模型\n", + "models()" + ] + }, + { + "cell_type": "markdown", + "id": "f588f54b", + "metadata": {}, + "source": [ + "您可以使用 `compare_models` 中的 `include` 和 `exclude` 参数仅训练特定模型或通过在 `exclude` 参数中传递模型 ID 将特定模型排除在训练之外。" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "f2a7e578", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
 ModelMASERMSSEMAERMSEMAPESMAPER2TT (Sec)
etsETS0.49120.554115.094319.31050.03180.0316-0.44640.0900
arimaARIMA0.69640.711021.375724.77740.04470.0456-0.54950.0700
thetaTheta Forecaster1.08391.039333.322336.25550.06860.0710-1.79260.0333
naiveNaive Forecaster1.56541.495148.444452.52320.09200.0981-1.83440.0267
snaiveSeasonal Naive Forecaster1.67411.534351.666753.73500.10520.1117-4.53880.0267
polytrendPolynomial Trend Forecaster2.15532.109666.981774.40480.12410.1350-4.25250.0267
grand_meansGrand Means Forecaster7.30656.5029226.0502228.38800.44690.5821-72.11830.0300
\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "compare_ts_models = compare_models(include = ['ets', 'arima', 'theta', 'naive', 'snaive', 'grand_means', 'polytrend'])" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "c15a467e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
AutoETS(seasonal='mul', sp=12, trend='add')
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" + ], + "text/plain": [ + "AutoETS(seasonal='mul', sp=12, trend='add')" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "compare_ts_models" + ] + }, + { + "cell_type": "markdown", + "id": "af9ae6cd", + "metadata": {}, + "source": [ + "上面的函数返回经过训练的模型对象作为输出。 评分表格只显示不返回。 如果您需要访问评分表格,您可以使用`pull`函数来访问dataframe。" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "fc529e25", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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ModelMASERMSSEMAERMSEMAPESMAPER2TT (Sec)
etsETS0.49120.554115.094319.31050.03180.0316-0.44640.0900
arimaARIMA0.69640.71121.375724.77740.04470.0456-0.54950.0700
thetaTheta Forecaster1.08391.039333.322336.25550.06860.071-1.79260.0333
naiveNaive Forecaster1.56541.495148.444452.52320.0920.0981-1.83440.0267
snaiveSeasonal Naive Forecaster1.67411.534351.666753.7350.10520.1117-4.53880.0267
polytrendPolynomial Trend Forecaster2.15532.109666.981774.40480.12410.135-4.25250.0267
grand_meansGrand Means Forecaster7.30656.5029226.0502228.3880.44690.5821-72.11830.0300
\n", + "
" + ], + "text/plain": [ + " Model MASE RMSSE MAE RMSE \\\n", + "ets ETS 0.4912 0.5541 15.0943 19.3105 \n", + "arima ARIMA 0.6964 0.711 21.3757 24.7774 \n", + "theta Theta Forecaster 1.0839 1.0393 33.3223 36.2555 \n", + "naive Naive Forecaster 1.5654 1.4951 48.4444 52.5232 \n", + "snaive Seasonal Naive Forecaster 1.6741 1.5343 51.6667 53.735 \n", + "polytrend Polynomial Trend Forecaster 2.1553 2.1096 66.9817 74.4048 \n", + "grand_means Grand Means Forecaster 7.3065 6.5029 226.0502 228.388 \n", + "\n", + " MAPE SMAPE R2 TT (Sec) \n", + "ets 0.0318 0.0316 -0.4464 0.0900 \n", + "arima 0.0447 0.0456 -0.5495 0.0700 \n", + "theta 0.0686 0.071 -1.7926 0.0333 \n", + "naive 0.092 0.0981 -1.8344 0.0267 \n", + "snaive 0.1052 0.1117 -4.5388 0.0267 \n", + "polytrend 0.1241 0.135 -4.2525 0.0267 \n", + "grand_means 0.4469 0.5821 -72.1183 0.0300 " + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "compare_ts_models_results = pull()\n", + "compare_ts_models_results" + ] + }, + { + "cell_type": "markdown", + "id": "05a72fc2", + "metadata": {}, + "source": [ + "默认情况下,`compare_models`根据`sort`参数中定义的指标返回性能最佳的单个模型。 让我们更改代码以返回 3 个基于`MAE`的顶级模型。" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "1066dd07", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
 ModelMASERMSSEMAERMSEMAPESMAPER2TT (Sec)
etsETS0.49120.554115.094319.31050.03180.0316-0.44640.1100
exp_smoothExponential Smoothing0.49290.556115.147719.37920.03200.0317-0.46040.0867
arimaARIMA0.69640.711021.375724.77740.04470.0456-0.54950.0767
auto_arimaAuto ARIMA0.71360.694521.938924.21370.04590.0464-0.545411.3167
par_cds_dtPassive Aggressive w/ Cond. Deseasonalize & Detrending0.72120.669622.179423.36730.04530.04680.02610.1033
lar_cds_dtLeast Angular Regressor w/ Cond. Deseasonalize & Detrending0.85020.826426.264628.99230.05130.05340.03650.1000
huber_cds_dtHuber w/ Cond. Deseasonalize & Detrending0.86580.836226.782629.39470.05160.05360.15010.1067
lr_cds_dtLinear w/ Cond. Deseasonalize & Detrending0.89040.872227.526630.62430.05340.0555-0.00920.0967
ridge_cds_dtRidge w/ Cond. Deseasonalize & Detrending0.89050.872227.527030.62460.05340.0555-0.00920.0967
en_cds_dtElastic Net w/ Cond. Deseasonalize & Detrending0.89440.874627.653530.71270.05350.0557-0.00630.1033
llar_cds_dtLasso Least Angular Regressor w/ Cond. Deseasonalize & Detrending0.89660.875827.722430.75800.05360.0558-0.00420.1033
lasso_cds_dtLasso w/ Cond. Deseasonalize & Detrending0.89660.875927.723130.75940.05360.0558-0.00400.1100
br_cds_dtBayesian Ridge w/ Cond. Deseasonalize & Detrending0.91560.887828.318831.18210.05470.0569-0.02090.1033
knn_cds_dtK Neighbors w/ Cond. Deseasonalize & Detrending1.06950.992433.150034.92770.06310.0656-0.16820.1133
thetaTheta Forecaster1.08391.039333.322336.25550.06860.0710-1.79260.0533
et_cds_dtExtra Trees w/ Cond. Deseasonalize & Detrending1.16941.088436.216038.27290.06940.0727-0.43520.1667
dt_cds_dtDecision Tree w/ Cond. Deseasonalize & Detrending1.19301.134636.910639.85180.07330.0769-0.81350.1000
lightgbm_cds_dtLight Gradient Boosting w/ Cond. Deseasonalize & Detrending1.20191.136237.235939.98270.07130.0746-0.60510.1100
omp_cds_dtOrthogonal Matching Pursuit w/ Cond. Deseasonalize & Detrending1.21711.147537.645740.30700.07240.0757-0.70570.1000
ada_cds_dtAdaBoost w/ Cond. Deseasonalize & Detrending1.24151.174538.487341.34660.07280.0765-0.57110.1300
rf_cds_dtRandom Forest w/ Cond. Deseasonalize & Detrending1.25741.183738.873641.54800.07530.0789-0.94580.1933
gbr_cds_dtGradient Boosting w/ Cond. Deseasonalize & Detrending1.27021.182039.300441.53550.07600.0797-0.83440.1233
xgboost_cds_dtExtreme Gradient Boosting w/ Cond. Deseasonalize & Detrending1.31981.204540.834242.30450.07920.0831-0.91920.1267
naiveNaive Forecaster1.56541.495148.444452.52320.09200.0981-1.83440.0267
snaiveSeasonal Naive Forecaster1.67411.534351.666753.73500.10520.1117-4.53880.0300
polytrendPolynomial Trend Forecaster2.15532.109666.981774.40480.12410.1350-4.25250.0300
crostonCroston2.45652.351376.395382.97940.13940.1562-4.58950.0400
grand_meansGrand Means Forecaster7.30656.5029226.0502228.38800.44690.5821-72.11830.0300
\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "best_mae_models_top3 = compare_models(sort = 'MAE', n_select = 3)" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "aa259708", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[AutoETS(seasonal='mul', sp=12, trend='add'),\n", + " ExponentialSmoothing(seasonal='mul', sp=12, trend='add'),\n", + " ARIMA(seasonal_order=(0, 1, 0, 12))]" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 列出前3个MAE指标最优的模型\n", + "best_mae_models_top3" + ] + }, + { + "cell_type": "markdown", + "id": "1d91d27e", + "metadata": {}, + "source": [ + "您可能会发现在`compare_models`中非常有用的其他一些参数是:\n", + "\n", + "- fold\n", + "- cross_validation\n", + "- budget_time\n", + "- errors\n", + "- parallel\n", + "- engine\n", + "\n", + "您可以查看函数的文档字符串以获取更多信息。" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "f0c49e0b", + "metadata": {}, + "outputs": [], + "source": [ + "# help(compare_models)" + ] + }, + { + "cell_type": "markdown", + "id": "f8b75e77", + "metadata": {}, + "source": [ + "## ✅ 检查统计数据\n", + "`check_stats`函数用于获取汇总统计数据并对原始数据或模型残差执行统计检测。" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "a5990dc3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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TestTest NameDataPropertySettingValue
0SummaryStatisticsTransformedLength144.0
1SummaryStatisticsTransformed# Missing Values0.0
2SummaryStatisticsTransformedMean280.298611
3SummaryStatisticsTransformedMedian265.5
4SummaryStatisticsTransformedStandard Deviation119.966317
5SummaryStatisticsTransformedVariance14391.917201
6SummaryStatisticsTransformedKurtosis-0.364942
7SummaryStatisticsTransformedSkewness0.58316
8SummaryStatisticsTransformed# Distinct Values118.0
9White NoiseLjung-BoxTransformedTest Statictic{'alpha': 0.05, 'K': 24}1606.083817
10White NoiseLjung-BoxTransformedTest Statictic{'alpha': 0.05, 'K': 48}1933.155822
11White NoiseLjung-BoxTransformedp-value{'alpha': 0.05, 'K': 24}0.0
12White NoiseLjung-BoxTransformedp-value{'alpha': 0.05, 'K': 48}0.0
13White NoiseLjung-BoxTransformedWhite Noise{'alpha': 0.05, 'K': 24}False
14White NoiseLjung-BoxTransformedWhite Noise{'alpha': 0.05, 'K': 48}False
15StationarityADFTransformedStationarity{'alpha': 0.05}False
16StationarityADFTransformedp-value{'alpha': 0.05}0.99188
17StationarityADFTransformedTest Statistic{'alpha': 0.05}0.815369
18StationarityADFTransformedCritical Value 1%{'alpha': 0.05}-3.481682
19StationarityADFTransformedCritical Value 5%{'alpha': 0.05}-2.884042
20StationarityADFTransformedCritical Value 10%{'alpha': 0.05}-2.57877
21StationarityKPSSTransformedTrend Stationarity{'alpha': 0.05}True
22StationarityKPSSTransformedp-value{'alpha': 0.05}0.1
23StationarityKPSSTransformedTest Statistic{'alpha': 0.05}0.09615
24StationarityKPSSTransformedCritical Value 10%{'alpha': 0.05}0.119
25StationarityKPSSTransformedCritical Value 5%{'alpha': 0.05}0.146
26StationarityKPSSTransformedCritical Value 2.5%{'alpha': 0.05}0.176
27StationarityKPSSTransformedCritical Value 1%{'alpha': 0.05}0.216
28NormalityShapiroTransformedNormality{'alpha': 0.05}False
29NormalityShapiroTransformedp-value{'alpha': 0.05}0.000068
\n", + "
" + ], + "text/plain": [ + " Test Test Name Data Property \\\n", + "0 Summary Statistics Transformed Length \n", + "1 Summary Statistics Transformed # Missing Values \n", + "2 Summary Statistics Transformed Mean \n", + "3 Summary Statistics Transformed Median \n", + "4 Summary Statistics Transformed Standard Deviation \n", + "5 Summary Statistics Transformed Variance \n", + "6 Summary Statistics Transformed Kurtosis \n", + "7 Summary Statistics Transformed Skewness \n", + "8 Summary Statistics Transformed # Distinct Values \n", + "9 White Noise Ljung-Box Transformed Test Statictic \n", + "10 White Noise Ljung-Box Transformed Test Statictic \n", + "11 White Noise Ljung-Box Transformed p-value \n", + "12 White Noise Ljung-Box Transformed p-value \n", + "13 White Noise Ljung-Box Transformed White Noise \n", + "14 White Noise Ljung-Box Transformed White Noise \n", + "15 Stationarity ADF Transformed Stationarity \n", + "16 Stationarity ADF Transformed p-value \n", + "17 Stationarity ADF Transformed Test Statistic \n", + "18 Stationarity ADF Transformed Critical Value 1% \n", + "19 Stationarity ADF Transformed Critical Value 5% \n", + "20 Stationarity ADF Transformed Critical Value 10% \n", + "21 Stationarity KPSS Transformed Trend Stationarity \n", + "22 Stationarity KPSS Transformed p-value \n", + "23 Stationarity KPSS Transformed Test Statistic \n", + "24 Stationarity KPSS Transformed Critical Value 10% \n", + "25 Stationarity KPSS Transformed Critical Value 5% \n", + "26 Stationarity KPSS Transformed Critical Value 2.5% \n", + "27 Stationarity KPSS Transformed Critical Value 1% \n", + "28 Normality Shapiro Transformed Normality \n", + "29 Normality Shapiro Transformed p-value \n", + "\n", + " Setting Value \n", + "0 144.0 \n", + "1 0.0 \n", + "2 280.298611 \n", + "3 265.5 \n", + "4 119.966317 \n", + "5 14391.917201 \n", + "6 -0.364942 \n", + "7 0.58316 \n", + "8 118.0 \n", + "9 {'alpha': 0.05, 'K': 24} 1606.083817 \n", + "10 {'alpha': 0.05, 'K': 48} 1933.155822 \n", + "11 {'alpha': 0.05, 'K': 24} 0.0 \n", + "12 {'alpha': 0.05, 'K': 48} 0.0 \n", + "13 {'alpha': 0.05, 'K': 24} False \n", + "14 {'alpha': 0.05, 'K': 48} False \n", + "15 {'alpha': 0.05} False \n", + "16 {'alpha': 0.05} 0.99188 \n", + "17 {'alpha': 0.05} 0.815369 \n", + "18 {'alpha': 0.05} -3.481682 \n", + "19 {'alpha': 0.05} -2.884042 \n", + "20 {'alpha': 0.05} -2.57877 \n", + "21 {'alpha': 0.05} True \n", + "22 {'alpha': 0.05} 0.1 \n", + "23 {'alpha': 0.05} 0.09615 \n", + "24 {'alpha': 0.05} 0.119 \n", + "25 {'alpha': 0.05} 0.146 \n", + "26 {'alpha': 0.05} 0.176 \n", + "27 {'alpha': 0.05} 0.216 \n", + "28 {'alpha': 0.05} False \n", + "29 {'alpha': 0.05} 0.000068 " + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 对原始数据进行统计检测\n", + "check_stats()" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "4aae2067", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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TestTest NameDataPropertySettingValue
0SummaryStatisticsResidualLength141.0
1SummaryStatisticsResidual# Missing Values0.0
2SummaryStatisticsResidualMean-0.040882
3SummaryStatisticsResidualMedian-0.9737
4SummaryStatisticsResidualStandard Deviation10.584861
5SummaryStatisticsResidualVariance112.039282
6SummaryStatisticsResidualKurtosis1.564369
7SummaryStatisticsResidualSkewness-0.180448
8SummaryStatisticsResidual# Distinct Values141.0
9White NoiseLjung-BoxResidualTest Statictic{'alpha': 0.05, 'K': 24}41.375602
10White NoiseLjung-BoxResidualTest Statictic{'alpha': 0.05, 'K': 48}62.2296
11White NoiseLjung-BoxResidualp-value{'alpha': 0.05, 'K': 24}0.015143
12White NoiseLjung-BoxResidualp-value{'alpha': 0.05, 'K': 48}0.081358
13White NoiseLjung-BoxResidualWhite Noise{'alpha': 0.05, 'K': 24}False
14White NoiseLjung-BoxResidualWhite Noise{'alpha': 0.05, 'K': 48}True
15StationarityADFResidualStationarity{'alpha': 0.05}True
16StationarityADFResidualp-value{'alpha': 0.05}0.000377
17StationarityADFResidualTest Statistic{'alpha': 0.05}-4.341133
18StationarityADFResidualCritical Value 1%{'alpha': 0.05}-3.481282
19StationarityADFResidualCritical Value 5%{'alpha': 0.05}-2.883868
20StationarityADFResidualCritical Value 10%{'alpha': 0.05}-2.578677
21StationarityKPSSResidualTrend Stationarity{'alpha': 0.05}True
22StationarityKPSSResidualp-value{'alpha': 0.05}0.1
23StationarityKPSSResidualTest Statistic{'alpha': 0.05}0.036132
24StationarityKPSSResidualCritical Value 10%{'alpha': 0.05}0.119
25StationarityKPSSResidualCritical Value 5%{'alpha': 0.05}0.146
26StationarityKPSSResidualCritical Value 2.5%{'alpha': 0.05}0.176
27StationarityKPSSResidualCritical Value 1%{'alpha': 0.05}0.216
28NormalityShapiroResidualNormality{'alpha': 0.05}False
29NormalityShapiroResidualp-value{'alpha': 0.05}0.026096
\n", + "
" + ], + "text/plain": [ + " Test Test Name Data Property \\\n", + "0 Summary Statistics Residual Length \n", + "1 Summary Statistics Residual # Missing Values \n", + "2 Summary Statistics Residual Mean \n", + "3 Summary Statistics Residual Median \n", + "4 Summary Statistics Residual Standard Deviation \n", + "5 Summary Statistics Residual Variance \n", + "6 Summary Statistics Residual Kurtosis \n", + "7 Summary Statistics Residual Skewness \n", + "8 Summary Statistics Residual # Distinct Values \n", + "9 White Noise Ljung-Box Residual Test Statictic \n", + "10 White Noise Ljung-Box Residual Test Statictic \n", + "11 White Noise Ljung-Box Residual p-value \n", + "12 White Noise Ljung-Box Residual p-value \n", + "13 White Noise Ljung-Box Residual White Noise \n", + "14 White Noise Ljung-Box Residual White Noise \n", + "15 Stationarity ADF Residual Stationarity \n", + "16 Stationarity ADF Residual p-value \n", + "17 Stationarity ADF Residual Test Statistic \n", + "18 Stationarity ADF Residual Critical Value 1% \n", + "19 Stationarity ADF Residual Critical Value 5% \n", + "20 Stationarity ADF Residual Critical Value 10% \n", + "21 Stationarity KPSS Residual Trend Stationarity \n", + "22 Stationarity KPSS Residual p-value \n", + "23 Stationarity KPSS Residual Test Statistic \n", + "24 Stationarity KPSS Residual Critical Value 10% \n", + "25 Stationarity KPSS Residual Critical Value 5% \n", + "26 Stationarity KPSS Residual Critical Value 2.5% \n", + "27 Stationarity KPSS Residual Critical Value 1% \n", + "28 Normality Shapiro Residual Normality \n", + "29 Normality Shapiro Residual p-value \n", + "\n", + " Setting Value \n", + "0 141.0 \n", + "1 0.0 \n", + "2 -0.040882 \n", + "3 -0.9737 \n", + "4 10.584861 \n", + "5 112.039282 \n", + "6 1.564369 \n", + "7 -0.180448 \n", + "8 141.0 \n", + "9 {'alpha': 0.05, 'K': 24} 41.375602 \n", + "10 {'alpha': 0.05, 'K': 48} 62.2296 \n", + "11 {'alpha': 0.05, 'K': 24} 0.015143 \n", + "12 {'alpha': 0.05, 'K': 48} 0.081358 \n", + "13 {'alpha': 0.05, 'K': 24} False \n", + "14 {'alpha': 0.05, 'K': 48} True \n", + "15 {'alpha': 0.05} True \n", + "16 {'alpha': 0.05} 0.000377 \n", + "17 {'alpha': 0.05} -4.341133 \n", + "18 {'alpha': 0.05} -3.481282 \n", + "19 {'alpha': 0.05} -2.883868 \n", + "20 {'alpha': 0.05} -2.578677 \n", + "21 {'alpha': 0.05} True \n", + "22 {'alpha': 0.05} 0.1 \n", + "23 {'alpha': 0.05} 0.036132 \n", + "24 {'alpha': 0.05} 0.119 \n", + "25 {'alpha': 0.05} 0.146 \n", + "26 {'alpha': 0.05} 0.176 \n", + "27 {'alpha': 0.05} 0.216 \n", + "28 {'alpha': 0.05} False \n", + "29 {'alpha': 0.05} 0.026096 " + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 对最优模型的残差进行统计检测\n", + "check_stats(estimator = best)" + ] + }, + { + "cell_type": "markdown", + "id": "9e6c47cb", + "metadata": {}, + "source": [ + "## ✅ 实验日志记录\n", + "PyCaret 集成了许多不同类型的实验日志记录器(默认 = 'mlflow')。要在 PyCaret 中打开实验跟踪,您可以设置`log_experiment`和`experiment_name`参数。它将根据定义的记录器自动跟踪所有指标、超参数等。" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "1af63fd0", + "metadata": {}, + "outputs": [], + "source": [ + "# from pycaret.time_series import *\n", + "# s = setup(data, fh = 3, session_id = 123, log_experiment='mlflow', experiment_name='airline_experiment')" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "42cd6120", + "metadata": {}, + "outputs": [], + "source": [ + "# compare models\n", + "# best = compare_models()" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "adc82ce5", + "metadata": {}, + "outputs": [], + "source": [ + "# start mlflow server on localhost:5000\n", + "# !mlflow ui" + ] + }, + { + "cell_type": "markdown", + "id": "a06f9df7", + "metadata": {}, + "source": [ + "默认情况下,PyCaret 使用 `MLFlow` 记录器,可以使用 `log_experiment` 参数进行更改。 以下记录器可用:\n", + " \n", + " - mlflow\n", + " - wandb\n", + " - comet_ml\n", + " - dagshub\n", + " \n", + "您可能会发现有用的其他日志记录相关参数是:\n", + "\n", + "- experiment_custom_tags\n", + "- log_plots\n", + "- log_data\n", + "- log_profile\n", + "\n", + "有关更多信息,请查看 `setup` 函数的文档字符串。" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "2f8b6aa1", + "metadata": {}, + "outputs": [], + "source": [ + "# help(setup)" + ] + }, + { + "cell_type": "markdown", + "id": "6ce0b555", + "metadata": {}, + "source": [ + "## ✅ Create Model\n", + "\n", + "此函数使用交叉验证训练和评估给定估计器的性能。 此函数的输出是一个评分表格,其中包含按fold计算的 CV 分数。 可以使用`get_metrics`函数访问在 CV 期间评估的指标。 可以使用 `add_metric` 和 `remove_metric` 函数添加或删除自定义指标。 可以使用模型函数访问所有可用模型。" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "837cebfa", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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NameReferenceTurbo
ID
naiveNaive Forecastersktime.forecasting.naive.NaiveForecasterTrue
grand_meansGrand Means Forecastersktime.forecasting.naive.NaiveForecasterTrue
snaiveSeasonal Naive Forecastersktime.forecasting.naive.NaiveForecasterTrue
polytrendPolynomial Trend Forecastersktime.forecasting.trend.PolynomialTrendForeca...True
arimaARIMAsktime.forecasting.arima.ARIMATrue
auto_arimaAuto ARIMAsktime.forecasting.arima.AutoARIMATrue
exp_smoothExponential Smoothingsktime.forecasting.exp_smoothing.ExponentialSm...True
crostonCrostonsktime.forecasting.croston.CrostonTrue
etsETSsktime.forecasting.ets.AutoETSTrue
thetaTheta Forecastersktime.forecasting.theta.ThetaForecasterTrue
tbatsTBATSsktime.forecasting.tbats.TBATSFalse
batsBATSsktime.forecasting.bats.BATSFalse
lr_cds_dtLinear w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
en_cds_dtElastic Net w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
ridge_cds_dtRidge w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
lasso_cds_dtLasso w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
lar_cds_dtLeast Angular Regressor w/ Cond. Deseasonalize...pycaret.containers.models.time_series.BaseCdsD...True
llar_cds_dtLasso Least Angular Regressor w/ Cond. Deseaso...pycaret.containers.models.time_series.BaseCdsD...True
br_cds_dtBayesian Ridge w/ Cond. Deseasonalize & Detren...pycaret.containers.models.time_series.BaseCdsD...True
huber_cds_dtHuber w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
par_cds_dtPassive Aggressive w/ Cond. Deseasonalize & De...pycaret.containers.models.time_series.BaseCdsD...True
omp_cds_dtOrthogonal Matching Pursuit w/ Cond. Deseasona...pycaret.containers.models.time_series.BaseCdsD...True
knn_cds_dtK Neighbors w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
dt_cds_dtDecision Tree w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
rf_cds_dtRandom Forest w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
et_cds_dtExtra Trees w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
gbr_cds_dtGradient Boosting w/ Cond. Deseasonalize & Det...pycaret.containers.models.time_series.BaseCdsD...True
ada_cds_dtAdaBoost w/ Cond. Deseasonalize & Detrendingpycaret.containers.models.time_series.BaseCdsD...True
xgboost_cds_dtExtreme Gradient Boosting w/ Cond. Deseasonali...pycaret.containers.models.time_series.BaseCdsD...True
lightgbm_cds_dtLight Gradient Boosting w/ Cond. Deseasonalize...pycaret.containers.models.time_series.BaseCdsD...True
\n", + "
" + ], + "text/plain": [ + " Name \\\n", + "ID \n", + "naive Naive Forecaster \n", + "grand_means Grand Means Forecaster \n", + "snaive Seasonal Naive Forecaster \n", + "polytrend Polynomial Trend Forecaster \n", + "arima ARIMA \n", + "auto_arima Auto ARIMA \n", + "exp_smooth Exponential Smoothing \n", + "croston Croston \n", + "ets ETS \n", + "theta Theta Forecaster \n", + "tbats TBATS \n", + "bats BATS \n", + "lr_cds_dt Linear w/ Cond. Deseasonalize & Detrending \n", + "en_cds_dt Elastic Net w/ Cond. Deseasonalize & Detrending \n", + "ridge_cds_dt Ridge w/ Cond. Deseasonalize & Detrending \n", + "lasso_cds_dt Lasso w/ Cond. Deseasonalize & Detrending \n", + "lar_cds_dt Least Angular Regressor w/ Cond. Deseasonalize... \n", + "llar_cds_dt Lasso Least Angular Regressor w/ Cond. Deseaso... \n", + "br_cds_dt Bayesian Ridge w/ Cond. Deseasonalize & Detren... \n", + "huber_cds_dt Huber w/ Cond. Deseasonalize & Detrending \n", + "par_cds_dt Passive Aggressive w/ Cond. Deseasonalize & De... \n", + "omp_cds_dt Orthogonal Matching Pursuit w/ Cond. Deseasona... \n", + "knn_cds_dt K Neighbors w/ Cond. Deseasonalize & Detrending \n", + "dt_cds_dt Decision Tree w/ Cond. Deseasonalize & Detrending \n", + "rf_cds_dt Random Forest w/ Cond. Deseasonalize & Detrending \n", + "et_cds_dt Extra Trees w/ Cond. Deseasonalize & Detrending \n", + "gbr_cds_dt Gradient Boosting w/ Cond. Deseasonalize & Det... \n", + "ada_cds_dt AdaBoost w/ Cond. Deseasonalize & Detrending \n", + "xgboost_cds_dt Extreme Gradient Boosting w/ Cond. Deseasonali... \n", + "lightgbm_cds_dt Light Gradient Boosting w/ Cond. Deseasonalize... \n", + "\n", + " Reference Turbo \n", + "ID \n", + "naive sktime.forecasting.naive.NaiveForecaster True \n", + "grand_means sktime.forecasting.naive.NaiveForecaster True \n", + "snaive sktime.forecasting.naive.NaiveForecaster True \n", + "polytrend sktime.forecasting.trend.PolynomialTrendForeca... True \n", + "arima sktime.forecasting.arima.ARIMA True \n", + "auto_arima sktime.forecasting.arima.AutoARIMA True \n", + "exp_smooth sktime.forecasting.exp_smoothing.ExponentialSm... True \n", + "croston sktime.forecasting.croston.Croston True \n", + "ets sktime.forecasting.ets.AutoETS True \n", + "theta sktime.forecasting.theta.ThetaForecaster True \n", + "tbats sktime.forecasting.tbats.TBATS False \n", + "bats sktime.forecasting.bats.BATS False \n", + "lr_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "en_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "ridge_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "lasso_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "lar_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "llar_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "br_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "huber_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "par_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "omp_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "knn_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "dt_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "rf_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "et_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "gbr_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "ada_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "xgboost_cds_dt pycaret.containers.models.time_series.BaseCdsD... True \n", + "lightgbm_cds_dt pycaret.containers.models.time_series.BaseCdsD... True " + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 查看所有可用的模型\n", + "models()" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "16641cab", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
 cutoffMASERMSSEMAERMSEMAPESMAPER2
01959-120.50830.723715.476625.00400.03710.0354-2.8434
11960-030.68560.626221.031921.79880.04370.04480.5529
21960-060.27970.31238.774311.12860.01470.01460.9512
MeanNaT0.49120.554115.094319.31050.03180.0316-0.4464
SDNaT0.16620.17555.01155.93160.01240.01261.7027
\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# 训练 ets 模型 默认参数 fold=3\n", + "ets = create_model('ets')" + ] + }, + { + "cell_type": "markdown", + "id": "074b4572", + "metadata": {}, + "source": [ + "上面的函数返回经过训练的模型对象作为输出。评分网格只显示不返回。如果您需要访问评分网格,您可以使用`pull`函数来访问dataframe。" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "fe277e1b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n" + ] + }, + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
cutoffMASERMSSEMAERMSEMAPESMAPER2
01959-120.50830.723715.476625.00400.03710.0354-2.8434
11960-030.68560.626221.031921.79880.04370.04480.5529
21960-060.27970.31238.774311.12860.01470.01460.9512
MeanNaT0.49120.554115.094319.31050.03180.0316-0.4464
SDNaT0.16620.17555.01155.93160.01240.01261.7027
\n", + "
" + ], + "text/plain": [ + " cutoff MASE RMSSE MAE RMSE MAPE SMAPE R2\n", + "0 1959-12 0.5083 0.7237 15.4766 25.0040 0.0371 0.0354 -2.8434\n", + "1 1960-03 0.6856 0.6262 21.0319 21.7988 0.0437 0.0448 0.5529\n", + "2 1960-06 0.2797 0.3123 8.7743 11.1286 0.0147 0.0146 0.9512\n", + "Mean NaT 0.4912 0.5541 15.0943 19.3105 0.0318 0.0316 -0.4464\n", + "SD NaT 0.1662 0.1755 5.0115 5.9316 0.0124 0.0126 1.7027" + ] + }, + "execution_count": 42, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ets_results = pull()\n", + "print(type(ets_results))\n", + "ets_results" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "148a74c4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
 cutoffMASERMSSEMAERMSEMAPESMAPER2
01959-060.81520.821223.711427.07770.04360.04480.6016
11959-090.16220.17234.83395.82160.01270.01280.9213
21959-120.67880.785720.670027.14320.05010.0481-3.5292
31960-032.03771.803762.507562.78740.12760.1363-2.7090
41960-060.53520.528716.789518.83590.02820.02860.8603
MeanNaT0.84580.822325.702428.33320.05240.0541-0.7710
SDNaT0.63460.542819.487618.90530.03970.04301.9377
\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# 使用参数 fold=5 训练 theta模型\n", + "theta = create_model('theta', fold=5)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "5a8906a8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
 cutoffMASERMSSEMAERMSEMAPESMAPER2
01959-061.95971.965857.003364.82140.10460.1117-1.2833
11959-092.55282.333776.059278.85910.19790.1784-13.4324
21959-120.39800.368612.120612.73510.03000.02980.0030
31960-032.16882.116366.526273.66880.13240.1436-4.1060
41960-061.95521.829161.339165.16820.10340.1083-0.6723
MeanNaT1.80691.722754.609759.05050.11360.1143-3.8982
SDNaT0.73720.697422.173923.75680.05410.04934.9680
\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
ThetaForecaster(deseasonalize=False, sp=12)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" + ], + "text/plain": [ + "ThetaForecaster(deseasonalize=False, sp=12)" + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 训练 theta 模型指定模型参数\n", + "create_model('theta', deseasonalize = False, fold=5)" + ] + }, + { + "cell_type": "markdown", + "id": "08634e9e", + "metadata": {}, + "source": [ + "您可能会发现非常有用的其他一些参数`create_model`是:\n", + "\n", + "- cross_validation\n", + "- engine\n", + "- fit_kwargs\n", + "\n", + "您可以查看函数的文档字符串以获取更多信息。" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "3fb32c74", + "metadata": {}, + "outputs": [], + "source": [ + "# help(create_model)" + ] + }, + { + "cell_type": "markdown", + "id": "d5378836", + "metadata": {}, + "source": [ + "## ✅ Tune Model\n", + "\n", + "该`tune_model`函数调整模型的超参数。此函数的输出是一个评分表格,其中包含按fold交叉验证的分数。根据优化参数中定义的指标选择最佳模型。可以使用该函数访问在交叉验证期间评估的指标`get_metrics`。`add_metric`可以使用和函数添加或删除自定义指标`remove_metric`。" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "402597f2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
 cutoffMASERMSSEMAERMSEMAPESMAPER2
01959-120.50390.545915.343418.85930.03770.0388-1.1865
11960-031.55661.374747.748947.85260.09840.1036-1.1544
21960-061.51851.483247.639552.84330.08380.0884-0.0996
MeanNaT1.19301.134636.910639.85180.07330.0769-0.8135
SDNaT0.48750.418615.250414.98310.02590.02770.5050
\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# 使用默认参数训练 dt 模型\n", + "dt = create_model('dt_cds_dt')" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "90dc451d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
 cutoffMASERMSSEMAERMSEMAPESMAPER2
01959-120.63690.782219.393827.02250.04700.0450-3.4890
11960-031.30051.163939.893840.51550.08190.0856-0.5444
21960-060.95610.978829.997134.87420.04950.05120.5211
MeanNaT0.96450.975029.761634.13740.05950.0606-1.1708
SDNaT0.27100.15598.37075.53310.01590.01781.6960
\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Fitting 3 folds for each of 10 candidates, totalling 30 fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "[Parallel(n_jobs=-1)]: Using backend LokyBackend with 32 concurrent workers.\n", + "[Parallel(n_jobs=-1)]: Done 30 out of 30 | elapsed: 0.6s finished\n" + ] + } + ], + "source": [ + "# 调整 dt 的超参数\n", + "tuned_dt = tune_model(dt)" + ] + }, + { + "cell_type": "markdown", + "id": "805b66b9", + "metadata": {}, + "source": [ + "可以在参数中定义要优化的指标`optimize`(默认值 = 'MASE')。此外,可以使用`custom_grid`参数传递自定义调整表格。" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "cca8e640", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
BaseCdsDtForecaster(fe_target_rr=[WindowSummarizer(lag_feature={'lag': [12, 11,\n",
+       "                                                                        10, 9,\n",
+       "                                                                        8, 7, 6,\n",
+       "                                                                        5, 4, 3,\n",
+       "                                                                        2, 1]},\n",
+       "                                                   n_jobs=1)],\n",
+       "                    regressor=DecisionTreeRegressor(random_state=123), sp=12,\n",
+       "                    window_length=12)
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" + ], + "text/plain": [ + "BaseCdsDtForecaster(fe_target_rr=[WindowSummarizer(lag_feature={'lag': [12, 11,\n", + " 10, 9,\n", + " 8, 7, 6,\n", + " 5, 4, 3,\n", + " 2, 1]},\n", + " n_jobs=1)],\n", + " regressor=DecisionTreeRegressor(random_state=123), sp=12,\n", + " window_length=12)" + ] + }, + "execution_count": 48, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dt" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "31e050ff", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
 cutoffMASERMSSEMAERMSEMAPESMAPER2
01959-120.54660.581516.645020.09100.04090.0421-1.4814
11960-031.27771.138839.194539.64190.07990.0833-0.4785
21960-061.67421.526252.523454.37720.09060.0952-0.1643
MeanNaT1.16621.082236.121038.03670.07050.0735-0.7081
SDNaT0.46700.387714.807714.04320.02140.02270.5617
\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Fitting 3 folds for each of 7 candidates, totalling 21 fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "[Parallel(n_jobs=-1)]: Using backend LokyBackend with 32 concurrent workers.\n", + "[Parallel(n_jobs=-1)]: Done 2 out of 21 | elapsed: 0.4s remaining: 3.8s\n", + "[Parallel(n_jobs=-1)]: Done 21 out of 21 | elapsed: 0.5s finished\n" + ] + } + ], + "source": [ + "# 定义超参数调试 grid\n", + "dt_grid = {'regressor__max_depth' : [None, 2, 4, 6, 8, 10, 12]}\n", + "\n", + "# 使用自定义网格和指标= MAE 来调整模型 \n", + "tuned_dt = tune_model(dt, custom_grid = dt_grid, optimize = 'MAE')" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "a19788f5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
BaseCdsDtForecaster(fe_target_rr=[WindowSummarizer(lag_feature={'lag': [12, 11,\n",
+       "                                                                        10, 9,\n",
+       "                                                                        8, 7, 6,\n",
+       "                                                                        5, 4, 3,\n",
+       "                                                                        2, 1]},\n",
+       "                                                   n_jobs=1)],\n",
+       "                    regressor=DecisionTreeRegressor(max_depth=4,\n",
+       "                                                    random_state=123),\n",
+       "                    sp=12, window_length=12)
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" + ], + "text/plain": [ + "BaseCdsDtForecaster(fe_target_rr=[WindowSummarizer(lag_feature={'lag': [12, 11,\n", + " 10, 9,\n", + " 8, 7, 6,\n", + " 5, 4, 3,\n", + " 2, 1]},\n", + " n_jobs=1)],\n", + " regressor=DecisionTreeRegressor(max_depth=4,\n", + " random_state=123),\n", + " sp=12, window_length=12)" + ] + }, + "execution_count": 50, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#查看 tuned_dt 参数\n", + "tuned_dt" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "6cca514b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
 cutoffMASERMSSEMAERMSEMAPESMAPER2
01959-120.63690.782219.393827.02250.04700.0450-3.4890
11960-031.30051.163939.893840.51550.08190.0856-0.5444
21960-060.95610.978829.997134.87420.04950.05120.5211
MeanNaT0.96450.975029.761634.13740.05950.0606-1.1708
SDNaT0.27100.15598.37075.53310.01590.01781.6960
\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Fitting 3 folds for each of 10 candidates, totalling 30 fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "[Parallel(n_jobs=-1)]: Using backend LokyBackend with 32 concurrent workers.\n", + "[Parallel(n_jobs=-1)]: Done 30 out of 30 | elapsed: 0.6s finished\n" + ] + } + ], + "source": [ + "# 要访问调试器对象,您可以设置 return_tuner = True\n", + "tuned_dt, tuner = tune_model(dt, return_tuner=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "80cbb4a6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
BaseCdsDtForecaster(degree=3, deseasonal_model='multiplicative',\n",
+       "                    fe_target_rr=[WindowSummarizer(lag_feature={'lag': [12, 11,\n",
+       "                                                                        10, 9,\n",
+       "                                                                        8, 7, 6,\n",
+       "                                                                        5, 4, 3,\n",
+       "                                                                        2, 1]},\n",
+       "                                                   n_jobs=1)],\n",
+       "                    regressor=DecisionTreeRegressor(max_depth=9,\n",
+       "                                                    max_features='log2',\n",
+       "                                                    min_impurity_decrease=0.005742993267225779,\n",
+       "                                                    min_samples_leaf=5,\n",
+       "                                                    min_samples_split=4,\n",
+       "                                                    random_state=123),\n",
+       "                    sp=12, window_length=22)
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" + ], + "text/plain": [ + "BaseCdsDtForecaster(degree=3, deseasonal_model='multiplicative',\n", + " fe_target_rr=[WindowSummarizer(lag_feature={'lag': [12, 11,\n", + " 10, 9,\n", + " 8, 7, 6,\n", + " 5, 4, 3,\n", + " 2, 1]},\n", + " n_jobs=1)],\n", + " regressor=DecisionTreeRegressor(max_depth=9,\n", + " max_features='log2',\n", + " min_impurity_decrease=0.005742993267225779,\n", + " min_samples_leaf=5,\n", + " min_samples_split=4,\n", + " random_state=123),\n", + " sp=12, window_length=22)" + ] + }, + "execution_count": 52, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 模型对象\n", + "tuned_dt" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "7d5e49ca", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 53, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 调试器对象\n", + "tuner" + ] + }, + { + "cell_type": "markdown", + "id": "a1e2875b", + "metadata": {}, + "source": [ + "有关所有可用的更多详细信息`search_library` ,`search_algorithm`请查看文档字符串。您可能会发现非常有用的`tune_model`中的其他一些参数是:\n", + "\n", + "- choose_better\n", + "- custom_scorer\n", + "- n_iter\n", + "- search_algorithm\n", + "- optimize\n", + "\n", + "您可以查看函数的文档字符串以获取更多信息。" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "94f9c86e", + "metadata": {}, + "outputs": [], + "source": [ + "# help(tune_model)" + ] + }, + { + "cell_type": "markdown", + "id": "ea8a9a4e", + "metadata": {}, + "source": [ + "## ✅ Blend Models" + ] + }, + { + "cell_type": "markdown", + "id": "2ede29c4", + "metadata": {}, + "source": [ + "blend_models是一种集成模型的方法,此方法训练一个`EnsembleForecaster`为在 estimator_list 参数中传递的多个特定模型。此函数的输出是一个评分表格,其中包含按fold计算的 CV 分数。可以使用该函数访问在 CV 期间评估的指标`get_metrics`。`add_metric`可以使用和函数添加或删除自定义指标`remove_metric`。" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "948d24c3", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "61a7a1c5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[AutoETS(seasonal='mul', sp=12, trend='add'),\n", + " ExponentialSmoothing(seasonal='mul', sp=12, trend='add'),\n", + " ARIMA(seasonal_order=(0, 1, 0, 12))]" + ] + }, + "execution_count": 55, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 基于最优 mae 的前 3 个模型\n", + "best_mae_models_top3" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "04f65f2f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
 cutoffMASERMSSEMAERMSEMAPESMAPER2
01959-120.51320.694915.626424.00880.03750.0360-2.5436
11960-030.90230.811427.676928.24480.05720.05900.2494
21960-060.26500.26748.31449.52560.01380.01380.9643
MeanNaT0.56020.591217.205920.59310.03620.0362-0.4433
SDNaT0.26230.23397.98328.01470.01770.01851.5135
\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
_EnsembleForecasterWithVoting(forecasters=[('ETS',\n",
+       "                                            AutoETS(seasonal='mul', sp=12,\n",
+       "                                                    trend='add')),\n",
+       "                                           ('Exponential Smoothing',\n",
+       "                                            ExponentialSmoothing(seasonal='mul',\n",
+       "                                                                 sp=12,\n",
+       "                                                                 trend='add')),\n",
+       "                                           ('ARIMA',\n",
+       "                                            ARIMA(seasonal_order=(0, 1, 0,\n",
+       "                                                                  12)))],\n",
+       "                              n_jobs=-1)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.
" + ], + "text/plain": [ + "_EnsembleForecasterWithVoting(forecasters=[('ETS',\n", + " AutoETS(seasonal='mul', sp=12,\n", + " trend='add')),\n", + " ('Exponential Smoothing',\n", + " ExponentialSmoothing(seasonal='mul',\n", + " sp=12,\n", + " trend='add')),\n", + " ('ARIMA',\n", + " ARIMA(seasonal_order=(0, 1, 0,\n", + " 12)))],\n", + " n_jobs=-1)" + ] + }, + "execution_count": 56, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 混合(blend) 前3个模型\n", + "blend_models(best_mae_models_top3)" + ] + }, + { + "cell_type": "markdown", + "id": "9e788c9c", + "metadata": {}, + "source": [ + "您可能会发现`blend_models`非常有用的其他一些参数是:\n", + "\n", + "\n", + "- choose_better\n", + "- method\n", + "- weights\n", + "- fit_kwargs\n", + "- optimize\n", + "\n", + "您可以查看函数的文档字符串以获取更多信息。" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "99b549a6", + "metadata": {}, + "outputs": [], + "source": [ + "# help(blend_models)" + ] + }, + { + "cell_type": "markdown", + "id": "279a3127", + "metadata": {}, + "source": [ + "## ✅ 模型绘图" + ] + }, + { + "cell_type": "markdown", + "id": "862bd3e9", + "metadata": {}, + "source": [ + "此函数分析训练模型在保留集上的性能。在某些情况下可能需要重新训练模型。" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "9c8da9b4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + " \n", + " " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.plotly.v1+json": { + "config": { + "plotlyServerURL": "https://plotly.com" + }, + "data": [ + { + "line": { + "color": "#1f77b4" + }, + "marker": { + "size": 5 + }, + "mode": "lines+markers", + "name": "Forecast | ETS", + "showlegend": true, + "type": "scatter", + "x": [ + "1960-10-01T00:00:00", + "1960-11-01T00:00:00", + "1960-12-01T00:00:00" + ], + "y": [ + 442.9862, + 388.2091, + 427.7009 + ] + }, + { + "line": { + "width": 0 + }, + "marker": { + "color": "#68BBE3" + }, + "mode": "lines", + "name": "Lower Interval", + "showlegend": false, + "type": "scatter", + "x": [ + "1960-10-01T00:00:00", + "1960-11-01T00:00:00", + "1960-12-01T00:00:00" + ], + "y": [ + 424.9511, + 371.5726, + 409.45 + ] + }, + { + "fill": "tonexty", + "fillcolor": "rgba(104,187,227,0.5)", + "line": { + "width": 0 + }, + "marker": { + "color": "#68BBE3" + }, + "mode": "lines", + "name": "Prediction Interval | ETS", + "showlegend": true, + "type": "scatter", + "x": [ + "1960-10-01T00:00:00", + "1960-11-01T00:00:00", + "1960-12-01T00:00:00" + ], + "y": [ + 461.5179, + 406.9327, + 448.098 + ] + }, + { + "marker": { + "color": "#3f3f3f", + "size": 5 + }, + "mode": "lines+markers", + "name": "Original", + "showlegend": true, + "type": "scatter", + "x": [ + "1949-01-01T00:00:00", + "1949-02-01T00:00:00", + "1949-03-01T00:00:00", + "1949-04-01T00:00:00", + "1949-05-01T00:00:00", + "1949-06-01T00:00:00", + "1949-07-01T00:00:00", + "1949-08-01T00:00:00", + "1949-09-01T00:00:00", + "1949-10-01T00:00:00", + "1949-11-01T00:00:00", + "1949-12-01T00:00:00", 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"rgb(51,51,51)", + "ticks": "outside" + } + }, + "scene": { + "xaxis": { + "backgroundcolor": "rgb(237,237,237)", + "gridcolor": "white", + "gridwidth": 2, + "linecolor": "white", + "showbackground": true, + "showgrid": true, + "tickcolor": "rgb(51,51,51)", + "ticks": "outside", + "zerolinecolor": "white" + }, + "yaxis": { + "backgroundcolor": "rgb(237,237,237)", + "gridcolor": "white", + "gridwidth": 2, + "linecolor": "white", + "showbackground": true, + "showgrid": true, + "tickcolor": "rgb(51,51,51)", + "ticks": "outside", + "zerolinecolor": "white" + }, + "zaxis": { + "backgroundcolor": "rgb(237,237,237)", + "gridcolor": "white", + "gridwidth": 2, + "linecolor": "white", + "showbackground": true, + "showgrid": true, + "tickcolor": "rgb(51,51,51)", + "ticks": "outside", + "zerolinecolor": "white" + } + }, + "shapedefaults": { + "fillcolor": "black", + "line": { + "width": 0 + }, + "opacity": 0.3 + }, + "ternary": { + "aaxis": { + "gridcolor": "white", + "linecolor": "white", + "showgrid": true, + "tickcolor": "rgb(51,51,51)", + "ticks": "outside" + }, + "baxis": { + "gridcolor": "white", + "linecolor": "white", + "showgrid": true, + "tickcolor": "rgb(51,51,51)", + "ticks": "outside" + }, + "bgcolor": "rgb(237,237,237)", + "caxis": { + "gridcolor": "white", + "linecolor": "white", + "showgrid": true, + "tickcolor": "rgb(51,51,51)", + "ticks": "outside" + } + }, + "xaxis": { + "automargin": true, + "gridcolor": "white", + "linecolor": "white", + "showgrid": true, + "tickcolor": "rgb(51,51,51)", + "ticks": "outside", + "title": { + "standoff": 15 + }, + "zerolinecolor": "white" + }, + "yaxis": { + "automargin": true, + "gridcolor": "white", + "linecolor": "white", + "showgrid": true, + "tickcolor": "rgb(51,51,51)", + "ticks": "outside", + "title": { + "standoff": 15 + }, + "zerolinecolor": "white" + } + } + }, + "title": { + "text": "Autocorrelation (ACF) | Number of airline passengers" + }, + "xaxis": { + "anchor": "y", + "domain": [ + 0, + 1 + ], + "range": [ + -1, + 42 + ], + "title": { + "text": "Lags" + } + }, + "yaxis": { + "anchor": "x", + "domain": [ + 0, + 1 + ], + "range": [ + -1.1, + 1.1 + ], + "title": { + "text": "ACF" + }, + "zerolinecolor": "#000000" + } + } + }, + "text/html": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# 画 acf 图\n", + "# for certain plots you don't need a trained model\n", + "plot_model(plot = 'acf')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b18d34a5", + "metadata": {}, + "outputs": [], + "source": [ + "# plot diagnostics\n", + "# for certain plots you don't need a trained model\n", + "plot_model(plot = 'diagnostics')" + ] + }, + { + "cell_type": "markdown", + "id": "2fef279d", + "metadata": {}, + "source": [ + "您可能会发现`plot_model`非常有用的其他一些参数是:\n", + "\n", + "- fig_kwargs\n", + "- data_kwargs\n", + "- display_format\n", + "- return_fig\n", + "- return_data\n", + "- save\n", + "\n", + "您可以查看函数的文档字符串以获取更多信息。" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "54b09b8e", + "metadata": {}, + "outputs": [], + "source": [ + "# help(plot_model)" + ] + }, + { + "cell_type": "markdown", + "id": "e27c212b", + "metadata": {}, + "source": [ + "## ✅ Finalize Model\n", + "此函数在包括保留集在内的整个数据集上训练最终模型。" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "65225684", + "metadata": {}, + "outputs": [], + "source": [ + "final_best = finalize_model(best)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "80d17fec", + "metadata": {}, + "outputs": [], + "source": [ + "final_best" + ] + }, + { + "cell_type": "markdown", + "id": "ed00202c", + "metadata": {}, + "source": [ + "## ✅ Deploy Model\n", + "此函数将整个 ML 管道部署在云端。\n", + "\n", + "**AWS:** 在 AWS S3 上部署模型时,必须使用命令行界面配置环境变量。要配置 AWS 环境变量,请输入`aws configure` 终端。需要以下信息,这些信息可以使用您的亚马逊控制台帐户的身份和访问管理 (IAM) 门户生成:\n", + "\n", + "- AWS Access Key ID\n", + "- AWS Secret Key Access\n", + "- Default Region Name (can be seen under Global settings on your AWS console)\n", + "- Default output format (must be left blank)\n", + "\n", + "**GCP:** 要在 Google Cloud Platform ('gcp') 上部署模型,必须使用命令行或 GCP 控制台创建项目。创建项目后,您必须创建一个服务帐户并将服务帐户密钥下载为 JSON 文件,以便在您的本地环境中设置环境变量。了解更多信息:: https://cloud.google.com/docs/authentication/production\n", + "\n", + "**Azure:** 要在 Microsoft Azure(“azure”)上部署模型,必须在本地环境中设置连接字符串的环境变量。转到 Azure 门户上的存储帐户设置以访问所需的连接字符串。AZURE_STORAGE_CONNECTION_STRING(需要作为环境变量)了解更多信息: https://docs.microsoft.com/en-us/azure/storage/blobs/storage-quickstart-blobs-python?toc=%2Fpython%2Fazure%2FTOC.json" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "40b20a18", + "metadata": {}, + "outputs": [], + "source": [ + "# deploy model on aws s3\n", + "# deploy_model(best, model_name = 'my_first_platform_on_aws',\n", + "# platform = 'aws', authentication = {'bucket' : 'pycaret-test'})" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9e236516", + "metadata": {}, + "outputs": [], + "source": [ + "# load model from aws s3\n", + "# loaded_from_aws = load_model(model_name = 'my_first_platform_on_aws', platform = 'aws',\n", + "# authentication = {'bucket' : 'pycaret-test'})\n", + "\n", + "# loaded_from_aws" + ] + }, + { + "cell_type": "markdown", + "id": "e169ae86", + "metadata": {}, + "source": [ + "## ✅ Save / Load Model\n", + "\n", + "此函数将转换管道(pipeline)和经过训练的模型对象作为 pickle 文件保存到当前工作目录中,供以后使用。" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "bc5cf24a", + "metadata": {}, + "outputs": [], + "source": [ + "# 保存模型\n", + "save_model(best, 'my_first_model')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e8478d34", + "metadata": {}, + "outputs": [], + "source": [ + "# 加载模型\n", + "loaded_from_disk = load_model('my_first_model')\n", + "loaded_from_disk" + ] + }, + { + "cell_type": "markdown", + "id": "de5eee8c", + "metadata": {}, + "source": [ + "## ✅ Save / Load Experiment\n", + "此函数将所有实验变量保存在磁盘上,允许稍后在不重新运行设置函数的情况下恢复。" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6a3c61b6", + "metadata": {}, + "outputs": [], + "source": [ + "# 保存实验\n", + "save_experiment('my_experiment')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "83252c09", + "metadata": {}, + "outputs": [], + "source": [ + "# 从磁盘加载实验\n", + "exp_from_disk = load_experiment('my_experiment', data=data)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "pycaret30", + "language": "python", + "name": "pycaret30" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.16" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}