Gamma Methods |
The Gamma type exposes the following members.
Name | Description | |
---|---|---|
Digamma |
Digamma function.
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Function |
Gamma function of the specified value.
| |
Inverse |
Inverse of the complemented
incomplete Gamma integral (UpperIncomplete, Q).
| |
InverseLowerIncomplete |
Inverse of the
incomplete Gamma integral (LowerIncomplete, P).
| |
InverseUpperIncomplete |
Inverse of the complemented
incomplete Gamma integral (UpperIncomplete, Q).
| |
Log(Double) |
Natural logarithm of the gamma function.
| |
Log(Double, Int32) |
Natural logarithm of the multivariate Gamma function.
| |
LowerIncomplete |
Lower incomplete regularized gamma function P
(a.k.a. the incomplete Gamma function).
| |
Multivariate |
Multivariate Gamma function
| |
Stirling |
Gamma function as computed by Stirling's formula.
| |
Trigamma |
Trigamma function.
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UpperIncomplete |
Upper incomplete regularized Gamma function Q
(a.k.a the incomplete complemented Gamma function)
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