Package org.drip.specialfunction.loggamma

Analytic/Series/Integral Log Gamma Estimators

Author:

Lakshmi Krishnamurthy

Class Summary

Class	Description
BinetIntegralFirstKindEstimator	BinetIntegralFirstKindEstimator implements the Binet's Integral Estimator of the First Kind for the Log Gamma Function.
BinetIntegralSecondKindEstimator	BinetIntegralSecondKindEstimator implements the Binet's Integral of the Second Kind Estimator for the Log Gamma Function.
InfiniteSumEstimator	InfiniteSumEstimator estimates Log Gamma using the Infinite Series Infinite Sum.
InfiniteSumSeries	InfiniteSumSeries implements Infinite Sum Series for Log Gamma Estimation.
InfiniteSumSeriesTerm	InfiniteSumSeriesTerm implements a Single Term in the Infinite Series for Log Gamma Estimation.
NemesAnalyticEstimator	NemesAnalyticEstimator implements the Nemes Analytic Version of the Log Gamma Function.
RaabeSeriesEstimator	RaabeSeriesEstimator implements the Raabe Series Version of Log Gamma Function.
RamanujanSeriesEstimator	RamanujanSeriesEstimator implements the Ramanujan Series Log Gamma Estimation.
StirlingSeriesEstimator	StirlingSeriesEstimator implements the Stirling's Series Approximation of the Gamma Function.
WindschitlTothAnalyticEstimator	WindschitlTothAnalyticEstimator implements the Windschitl-Toth Version of Log Gamma Estimator.