Package org.drip.sample.stirling

Stirling Approximation Based Gamma Estimates

Author:

Lakshmi Krishnamurthy

Class Summary

Class	Description
FactorialEstimate	FactorialEstimate illustrates the Stirling's Approximation of the Factorial Function.
FactorialEstimateLaplaceCorrection	FactorialEstimateLaplaceCorrection illustrates the Laplace Correction applied to the Stirling's Approximation of the Factorial Function.
FactorialEstimateNemesCorrection	FactorialEstimateNemesCorrection illustrates the Nemes Correction applied to the Stirling's Approximation of the Factorial Function.
FactorialEstimateRobbinsBounds	FactorialEstimateRobbinsBounds illustrates the Robbin's Bounds to Stirling's Approximation of the Factorial Function.
InvertedRisingExponentialLogGamma	InvertedRisingExponentialLogGamma illustrates the Convergent Corrections using the Inverted Rising Exponentials applied to the Rabbe's Enhancement to the Stirling's Approximation of the Log Gamma Function.
LogFactorialEstimateNemesCorrection	LogFactorialEstimateNemesCorrection illustrates the Nemes Correction applied to the Stirling's Approximation of the Log Factorial Function.
NemesGammaEstimate	NemesGammaEstimate illustrates the Nemes Approximation of the Gamma Function.
NemesLogGammaEstimate	NemesLogGammaEstimate illustrates the Nemes Approximation of the Log Gamma Function.
RamanujanGammaEstimate	RamanujanGammaEstimate illustrates the Ramanujan Approximation of the Gamma Function.
RamanujanGammaMorticiBounds	RamanujanGammaMorticiBounds illustrates the Mortici Bounds applied to Ramanujan Approximation of the Gamma Function.
RamanujanLogFactorialCorrection	RamanujanLogFactorialCorrection illustrates the Correction applied to the Ramanujan's Approximation of the Log Factorial Function.
WindschitlTothGammaEstimate	WindschitlTothGammaEstimate illustrates the Windschitl-Toth Approximation of the Gamma Function.
WindschitlTothLogGammaEstimate	WindschitlTothLogGammaEstimate illustrates the Windschitl-Toth Approximation of the Log Gamma Function.