SPECIAL FUNCTIONS IN C/C++

Choose a source program (*.cpp) by clicking the appropriate button.

MBERNOA.CPP MEULERA.CPP MMTU0.CPP MAIRYA.CPP MAIRYZO.CPP MBETA.CPP MCISIA.CPP MCVA1.CPP MCHGM.CPP MSTVH0.CPP MSTVH1.CPP MSTVHV.CPP MSTVL0.CPP MSTVL1.CPP MSTVLV.CPP ARCSIN.CPP HYPER.CPP HYPER.TXT INVHYPER.CPP INVHYPER.TXT CLIPTIC.CPP CLIPTIC.TXT HERMITE.CPP SININT.CPP TSININTEGRAL.CPP LAGUERRE.CPP LEGENDRE.CPP EVAL_LEG.CPP STEEPDA.CPP STEEPDA.TXT STEEPDS.CPP STEEPDS.TXT ARMATH.H ARMATH.CPP FONCTION.CPP GRFUNCT.CPP GRFUNCT1.CPP GRFUNCT1.MAK

Program Description Program to compute Bernoulli numbers using function BERNOA Program to compute Euler numbers using function EULERA Calculate Mathieu Functions and their First Derivatives Calculate Airy functions and their First Derivatives using Subroutine AIRYA NEW Calculate the first NT zeros of Airy functions NEW Calculate Beta Function NEW Calculate the cosine and sine integrals using subroutine CISIA NEW Calculates a specific characteristic value of Mathieu functions using subroutine CVA1 Compute the confluent hypergeometric function M(a,b,x) using subroutine CHGM NEW Compute the Struve function H0(x) using subroutine STVH0 NEW Compute the Struve function H1(x) using subroutine STVH1 NEW compute the Struve function Hv(x) for an arbitrary order v using subroutine STVHV NEW Compute the modified Struve function L0(x) using subroutine STVL0 NEW Compute the modified Struve function L1(x) using subroutine STVL1 NEW compute the modified Struve function Lv(x) for an arbitrary order v using subroutine STVLV NEW Program to demonstrate arcsine recursion Program to demonstrate Hyperbolic Functions Explanation File of Program above (Hyper) Program to demonstrate Inverse Hyperbolic Functions Explanation File of Program above (Invhyper) Program to demonstrate Evaluating elliptic integrals of first and second kinds (complete) Explanation File of Program above (Cliptic) Program to demonstrate Hermite coefficients Module to calculate sinintegral(x) or cosintegral(x) Demonstration Program of Module Sinint Program to demonstrate Laguerre coefficients Program to demonstrate Legendre coefficients Evaluate a Legendre Polynomial P(x) of Order n for argument x by using Horner's Rule Program to demonstrate multi-dimensional Steepest Descent Optimization (Partial derivatives not required) Explanation File of Program above (Steepda) Program to demonstrate multi-dimensional Steepest Descent Optimization (Partial derivatives required) Explanation File of Program above (Steepds) Header file used by modules and programs below Math module used by programs using functions Module to compile and evaluate a user defined function Program to evaluate a real function F(x) or F(t) defined by its equation Program to draw a real function F(x) or F(t) defined by its equation Grfunct1 Project File

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