Carlson_RJ

Evaluate the Carlson elliptic integral RJ.

Evaluation of the Carlson elliptic integrals and the
incomplete elliptic integrals with complex arguments. The
implementations use Carlson's algorithms <doi:10.1007/BF02198293>.
Applications of elliptic integrals include probability distributions,
geometry, physics, mechanics, electrodynamics, statistical mechanics,
astronomy, geodesy, geodesics on conics, and magnetic field
calculations.

Stc3<a9>phane Laurent

Carlson

Carlson Elliptic Integrals and Incomplete Elliptic Integrals

Carlson_RJ function

<dl><dt>x, y, z, p</dt>
<dd>real or complex numbers; at most one can be 0</dd>
<dt>minerror</dt>
<dd>bound on the relative error</dd></dl>

Arguments

Carlson elliptic integral RJ — Carlson_RJ

<dl>

<dt>x, y, z, p</dt>
<dd>real or complex numbers; at most one can be 0</dd>


<dt>minerror</dt>
<dd>bound on the relative error</dd>

</dl>

Carlson_RJ: Carlson elliptic integral RJ

Description

Usage

Value

Arguments

Examples