Package org.drip.specialfunction.incompletegamma

Upper/Lower Incomplete Gamma Functions
Author:
Lakshmi Krishnamurthy
  • Class Summary
    Class Description
    GaussContinuedFraction
    GaussContinuedFraction implements the Gauss Continued Fraction Based Estimates for the Lower/Upper Incomplete Gamma Function.
    LimitAsymptote
    LimitAsymptote implements the Asymptotes for the Lower/Upper Incomplete Gamma Function.
    LowerEulerIntegral
    LowerEulerIntegral implements the Euler's Second Kind Integral Version of the Lower Incomplete Gamma Function.
    LowerLimitPowerIntegrand
    LowerLimitPowerIntegrand contains the Integrand that is the Product of the Limit raised to a Power Exponent and the corresponding Lower Incomplete Gamma, for a given s.
    LowerRegularized
    LowerRegularized implements the Regularized Version of the Lower Incomplete Gamma.
    LowerSFixed
    LowerSFixed implements the Lower Incomplete Gamma Function using Power Series for a Fixed s.
    LowerSFixedSeries
    LowerSFixedSeries implements Lower Incomplete Gamma Expansion Series.
    LowerSFixedSeriesTerm
    LowerSFixedSeriesTerm implements a Single Term in the Lower Incomplete Gamma Expansion Series for a Fixed s.
    UpperEulerIntegral
    UpperEulerIntegral implements the Euler's Second Kind Integral Version of the Upper Incomplete Gamma Function.
    UpperLimitPowerIntegrand
    UpperLimitPowerIntegrand contains the Integrand that is the Product of the Limit raised to a Power Exponent and the corresponding Upper Incomplete Gamma, for a given s.
    UpperRegularized
    UpperRegularized implements the Regularized Version of the Upper Incomplete Gamma.
    UpperSFixed
    UpperSFixed implements the Upper Incomplete Gamma Function using the Power Expansion Series, starting with s = 0 if Recurrence is employed.
    UpperSFixedSeries
    UpperSFixedSeries implements Upper Incomplete Gamma Expansion Series, starting with s = 0 if Recurrence is employed.
    UpperSFixedSeriesTerm
    UpperSFixedSeriesTerm implements a Single Term in the Upper Incomplete Gamma Expansion Series for a Fixed s, starting from s = 0 if Recurrence is used.