From 98a50a6fef11d6c40bbc4c691f45f7f9e8e28d99 Mon Sep 17 00:00:00 2001 From: "Albert Y. Shih" Date: Thu, 23 Jul 2026 14:33:51 -0400 Subject: [PATCH] Fix bug of applying scalar alpha twice when flattening images --- lib/matplotlib/image.py | 8 ++++---- .../test_image/image_composite_alpha.pdf | Bin 37696 -> 52288 bytes .../test_image/image_composite_alpha.svg | 6 +++--- lib/matplotlib/tests/test_image.py | 3 +-- 4 files changed, 8 insertions(+), 9 deletions(-) diff --git a/lib/matplotlib/image.py b/lib/matplotlib/image.py index 25e6a3bd5ee8..0dda3444b015 100644 --- a/lib/matplotlib/image.py +++ b/lib/matplotlib/image.py @@ -92,7 +92,7 @@ def composite_images(images, renderer, magnification=1.0): if data is not None: x *= magnification y *= magnification - parts.append((data, x, y, image._get_scalar_alpha())) + parts.append((data, x, y)) bboxes.append( Bbox([[x, y], [x + data.shape[1], y + data.shape[0]]])) @@ -104,10 +104,10 @@ def composite_images(images, renderer, magnification=1.0): output = np.zeros( (int(bbox.height), int(bbox.width), 4), dtype=np.uint8) - for data, x, y, alpha in parts: + for data, x, y in parts: trans = Affine2D().translate(x - bbox.x0, y - bbox.y0) - _image.resample(data, output, trans, _image.NEAREST, - resample=False, alpha=alpha) + # Agg resampler assumes data is not premultiplied when dtype is uint8 + _image.resample(data, output, trans, _image.NEAREST, resample=False) return output, bbox.x0 / magnification, bbox.y0 / magnification diff --git a/lib/matplotlib/tests/baseline_images/test_image/image_composite_alpha.pdf b/lib/matplotlib/tests/baseline_images/test_image/image_composite_alpha.pdf index b8cd42f9dde493acce030131ce55a4dfd80c2208..a4451ebbeb15e9391cb4c6d67df9fee2ccbb0e50 100644 GIT binary patch literal 52288 zcmeFYRdgHOvMwq^?3me3>= zorxGEZNMxD{rf2V@1rD3>h)FW-N;cLajD`xpBRN|r!ZQeiCk1}eiHPf8l;3P^?Z9VDf64y4ApYL|kK|;4 zwr0-eL`?r4P0Yd?JXazHF>9~@M1aP2CcwWeJ2^W74Q=4v(_Mbb+V&Em2H&R}$@xPV z8!^O*)huPCiJ}-ZTjY|eq8B&&hGu=Pnxm#Uv0=)X|&U-r%*{0&URU~EXl^jGN& z-vj1k$e*yBp#{CPE|8?;%)c(VaBoh(SzmWJ}%rgCVZvO@D|DcpX*~Q5D 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b/lib/matplotlib/tests/baseline_images/test_image/image_composite_alpha.svg @@ -6,11 +6,11 @@ - 2026-02-03T19:56:08.323770 + 2026-07-24T03:06:17.195711 image/svg+xml - Matplotlib v3.11.0.dev1757+g00c32c31d, https://matplotlib.org/ + Matplotlib v3.12.0.dev379+g5dd32d16b, https://matplotlib.org/ @@ -39,7 +39,7 @@ z 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" 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