Ray, here is the reference to the code I wrote for Macsyma.
This document corresponds to Macsyma Release 2.4 for Windows
CARLSON_R_C(x ,y)
Evaluates numerically the Carlson elliptic integral
CARLSON_R_C(x, y) = CARLSON_R_F(x, y, y)
See CARLSON_R_F for more information.
Do DEMO(CARLSON); for a demonstration of all the Carlson elliptic integrals.
See also CARLSON_R_D, CARLSON_R_E, CARLSON_R_F, CARLSON_R_J,
ELLIPTIC_E_BY_CARLSON, ELLIPTIC_F_BY_CARLSON and ELLIPTIC_PI_BY_CARLSON,
JACOBI_AM_BY_CARLSON.
See also ELLIPTIC_F, ELLIPTIC_E.
Macsyma Release 2.4 was the last release.
Regards, Jim FitzSimons
-----Original Message-----
From: maxima-admin at math.utexas.edu [mailto:maxima-admin at math.utexas.edu] On
Behalf Of Raymond Toy
Sent: Friday, June 02, 2006 10:08 AM
To: Jim FitzSimons
Cc: Maxima at math.utexas.edu
Subject: Re: [Maxima] Elliptic Integrals
>>>>> "Jim" == Jim FitzSimons <cherry at getnet.net> writes:
Jim> Ray, some of my code was included with Macsyma. My latest DERIVE
6.1 code
Jim> works with bfloat complex args. Some of my older code is included
with
Jim> DERIVE.
I suspect, however, that the Macsyma code you wrote didn't actually
make it into Maxima, because Maxima forked off before then.
If your code is in Maxima, I don't know where it is. :-(
Ray