Hypergeometric Function

See please hypergeometric function

Hi Richard. As Valery point to, 2F1 = fhyper (Gauss) and 1F1 = mhyper (Kummer), are the hypergeom functions avaibles in mathcad. For 3F2 (which have 3+2+1=6 args) you can use this directly in mathcad: Generalized hypergeometric function 3F2: Integral representations (formula 07.27.07.0001)

If the integral fails or take to much time, can implement some numerical procedure to evaluate it, probably with more than one routine, each one for some convenient range of the values of the variables.

Best regards.

Alvaro.

Hi RC,

Perhaps the hypergeom function, in the version of mathcad Academic / student edition,  is not enabled. However, in the examples of the guide, it works.

So I tried to create the function corresponding  to that you want.

These are the results of my calculations following the textbook of mathematics "Bronstein-Semendjajew". They are contrary to the builtin function mathcad "hypergeom".

Greetings

FM

Based on the previous results, we get:

Best regards

FM