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Logarithmic Gamma Function

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Calculates the value of the logarithmic gamma function lnΓ(a).
a
\(\normalsize Log\ gamma\ function\ \ln\Gamma(a)\\ (1)\ \ln\Gamma(a)=-\gamma a-\ln(a)+{\large\displaystyle \sum_{\small k=1}^{\small \infty}}({\large\frac{a}{k}}-\ln(1+{\large\frac{a}{k}}))\\\)

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