Package org.drip.sample.erf

E2 and En erf Estimation
Author:
Lakshmi Krishnamurthy
  • Class Summary
    Class Description
    E0ERF
    E0ERF illustrates the Estimation of E0 erf.
    E1ERF
    E1ERF illustrates the Estimation of E1 erf.
    E2ERFMacLaurin
    E2ERFMacLaurin illustrates the MacLaurin Series Based Estimates for E2 erf.
    E2ERFMacLaurinGenerator
    E2ERFMacLaurinGenerator illustrates the MacLaurin Series Coefficients for the E2 ERF.
    EnE2ERFMacLaurin
    EnE2ERFMacLaurin illustrates the En MacLaurin Series Based Estimates for the E2 erf.
    EnERFMacLaurin
    EnERFMacLaurin illustrates the MacLaurin Series Based Estimates for En erf.
    ERFAbramowitzStegunInverse4
    ERFAbramowitzStegunInverse4 illustrates the Error Function Estimation based on the Abramowitz-Stegun 4th Degree Inverse Polynomial.
    ERFAbramowitzStegunInverse6
    ERFAbramowitzStegunInverse6 illustrates the Error Function Estimation based on the Abramowitz-Stegun 6th Degree Inverse Polynomial.
    ERFAbramowitzStegunMixed3
    ERFAbramowitzStegunMixed3 illustrates the Error Function Estimation based on the Abramowitz-Stegun 3rd Degree Mixed Polynomial.
    ERFAbramowitzStegunMixed5
    ERFAbramowitzStegunMixed5 illustrates the Error Function Estimation based on the Abramowitz-Stegun 5th Degree Mixed Polynomial.
    ERFHansHeinrichBurmannConvergent
    ERFHansHeinrichBurmannConvergent illustrates the Error Function Estimation based on the Convergent Hans-Heinrich-Burmann Series.
    ERFHansHeinrichBurmannSchopfSupancic
    ERFHansHeinrichBurmannSchopfSupancic illustrates the Error Function Estimation based on the Schopf Supancic (2014) Series.
    ERFNumericalRecipe
    ERFNumericalRecipe illustrates the Error Function Estimation based on the Numerical Recipe Version of the Error Function Estimator.
    ERFWinitzki2008a
    ERFWinitzki2008a illustrates the Error Function Estimation based on the Winitzki (2008a) Analytical Error Function Estimator.
    ERFWinitzki2008b
    ERFWinitzki2008b illustrates the Error Function Estimation based on the Winitzki (2008b) Analytical Error Function Estimator.