Gold 4

Gamma function

Gold ID

4

Link

https://sigir21.wmflabs.org/wiki/Gamma_function#math.54.195

Formula

${\frac {1}{\Gamma (z)}}={\frac {i}{2\pi }}\int _{C}(-t)^{-z}e^{-t}\,dt$

TeX Source

\frac{1}{\Gamma(z)} = \frac{i}{2\pi}\int_C (-t)^{-z}e^{-t}\,dt

Translation Results
Semantic LaTeX	Mathematica Translation	Maple Translations
	-	-

Semantic LaTeX

Translation

\frac{1}{\EulerGamma@{z}} = \frac{\iunit}{2 \cpi} \int_C(- t)^{-z} \expe^{-t} \diff{t}

Expected (Gold Entry)

\frac{1}{\EulerGamma@{z}} = \frac{\iunit}{2 \cpi} \int_C(- t)^{-z} \expe^{-t} \diff{t}

Mathematica

Translation

Expected (Gold Entry)

Maple

Translation

Expected (Gold Entry)