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88The [ binary logarithm] [ binary-logarithm ] (logarithm with base 2) is defined for any positive real number as
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10- <!-- <equation class="equation" label="eq:binary_logarithm" align="center" raw="\quad \log_{2} \left( x \right) = y \quad \text{s.t. } \quad 2^y = x" alt="Equation for the binary logarithm."> -->
10+ <!-- <equation class="equation" label="eq:binary_logarithm" align="center" raw="\quad \log_{2} \left( x \right) = y \quad \text{such\ that } \quad 2^y = x" alt="Equation for the binary logarithm."> -->
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12- <div class =" equation " align =" center " data-raw-text =" \quad \log_{2} \left( x \right) = y \quad \text{s.t. } \quad 2^y = x " data-equation =" eq:binary_logarithm " >
12+ <div class =" equation " align =" center " data-raw-text =" \quad \log_{2} \left( x \right) = y \quad \text{such\ that } \quad 2^y = x " data-equation =" eq:binary_logarithm " >
1313 <img src="" alt="Equation for the binary logarithm.">
1414 <br>
1515</div >
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