Gegenbauer and Jacobi Polynomials

Description:Three programs to compute the values of the Gegenbauer polynomials C(n, a, x), renormalized Gegenbauer polynomials C(n, x) and Jacobi polynomials P(n, a, b, x) at x. The Jacobi polynomials are a generalization of the Gegenbauer polynomials, which in turn are generalizations of Chebyshev and Legendre polynomials.
Author:John Keith
Downloaded file size:2,360 bytes
Size on calculator:1 KB
User rating:Not yet rated (you must be logged in to vote)
Primary category:Math/Symbolic
File date:2022-01-23 21:18:31
Creation date:2022-01-23
Source code:Included
Download count:96
Version history:2022-02-27: Added to site
Archive contents:
  Length      Date    Time    Name
---------  ---------- -----   ----
      799  2022-01-23 21:18   GEGENJACOBI.DIR
     6325  2022-01-23 21:18   gegenjacobi.html
---------                     -------
     7124                     2 files
User comments:

No comments at this time.

You must be logged in to add your own comment.

Part of the HP Calculator Archive,
Copyright 1997-2023 Eric Rechlin.