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$\Gamma(p)$の性質

$$\begin{eqnarray}\Gamma(1)&=&\int^{\infty}_{t=0}e^{-t}dt\\&=&[-e^{-t}]^{\infty}_{t=0}\\&=&1\end{eqnarray}$$

参照：

• $\Gamma(p)$関数
• $e^{x}$の微分

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