Stirling's formula derived simply

Mathematics – Combinatorics

Scientific paper

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4 pages; omitted second author added

Scientific paper

Stirling's formula, the asymptotic expansion of $n!$ for $n$ large, or of
$\Gamma(z)$ for $z\to \infty$, is derived directly from the recursion equation
$\Gamma(z+1) =z \Gamma(s)$ and the normalization condition $\Gamma ({1/2})
=\sqrt{\pi}$.

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