감마함수 $\Gamma(x)$에 대한 계산표 입니다.
$\Gamma(1.55)$의 값을 알아야 하는 경우에, 왼쪽의 $1.5$와 상단의 $0.05$가 만나는 지점을 기준으로 계산할 수 있습니다. ($0.888868$)
$\Gamma(2.56)$의 값은 $\Gamma(x + 1) = x \Gamma(x)$ 의 관계식을 사용해서, $\Gamma(1.56 + 1) = 1.56 \Gamma(1.56) = 1.56 \times 0.889639$ 으로 계산할 수 있습니다.
| $x$ | $0.00$ | $0.01$ | $0.02$ | $0.03$ | $0.04$ | $0.05$ | $0.06$ | $0.07$ | $0.08$ | $0.09$ |
|---|---|---|---|---|---|---|---|---|---|---|
| $1.0$ | $1.000000$ | $0.994326$ | $0.988844$ | $0.983550$ | $0.978438$ | $0.973504$ | $0.968744$ | $0.964152$ | $0.959725$ | $0.955459$ |
| $1.1$ | $0.951351$ | $0.947396$ | $0.943590$ | $0.939931$ | $0.936416$ | $0.933041$ | $0.929803$ | $0.926700$ | $0.923728$ | $0.920885$ |
| $1.2$ | $0.918169$ | $0.915576$ | $0.913106$ | $0.910755$ | $0.908521$ | $0.906402$ | $0.904397$ | $0.902503$ | $0.900718$ | $0.899042$ |
| $1.3$ | $0.897471$ | $0.896004$ | $0.894640$ | $0.893378$ | $0.892216$ | $0.891151$ | $0.890185$ | $0.889314$ | $0.888537$ | $0.887854$ |
| $1.4$ | $0.887264$ | $0.886765$ | $0.886356$ | $0.886036$ | $0.885805$ | $0.885661$ | $0.885604$ | $0.885633$ | $0.885747$ | $0.885945$ |
| $1.5$ | $0.886227$ | $0.886592$ | $0.887039$ | $0.887568$ | $0.888178$ | $0.888868$ | $0.889639$ | $0.890490$ | $0.891420$ | $0.892428$ |
| $1.6$ | $0.893515$ | $0.894681$ | $0.895924$ | $0.897244$ | $0.898642$ | $0.900117$ | $0.901668$ | $0.903296$ | $0.905001$ | $0.906782$ |
| $1.7$ | $0.908639$ | $0.910572$ | $0.912581$ | $0.914665$ | $0.916826$ | $0.919063$ | $0.921375$ | $0.923763$ | $0.926227$ | $0.928767$ |
| $1.8$ | $0.931384$ | $0.934076$ | $0.936845$ | $0.939690$ | $0.942612$ | $0.945611$ | $0.948687$ | $0.951840$ | $0.955071$ | $0.958379$ |
| $1.9$ | $0.961766$ | $0.965231$ | $0.968774$ | $0.972397$ | $0.976099$ | $0.979881$ | $0.983743$ | $0.987685$ | $0.991708$ | $0.995813$ |