Jacobi Elliptic Functions

Description:Jacobian Elliptic Functions are a set of twelve functions denoted by XY(U, K) where X and Y stands of letters c, s, n, and d. This program works with three common Jacobi Elliptic Functions: Sine Amplitude: sn(u,k), Cosine Amplitude: cn(u,k), Delta Amplitude: dn(u,k).
Author:Eddie W. Shore: http://edspi31415.blogspot.com/
Downloaded file size:88,337 bytes
Size on calculator:2 KB
User rating:Not yet rated (you must be logged in to vote)
Primary category:Math
File date:2020-04-11 15:54:17
Creation date:2020-02-15
Source code:Included
Download count:357
Version history:2020-04-11: Added to site
Archive contents:
  Length      Date    Time    Name
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   115177  2020-04-11 15:49   appscreen.jpg
        0  2020-04-11 15:54   Jacobi Elliptic Functions.hpappdir/
     1801  2020-01-22 14:20   Jacobi Elliptic Functions.hpappdir/Jacobi Elliptic Functions.hpapp
        2  2020-01-22 14:20   Jacobi Elliptic Functions.hpappdir/Jacobi Elliptic Functions.hpappnote
     8149  2020-04-11 15:52   jacobi.html
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   125129                     5 files
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