Method on @sym: ellipticCE (m) ¶

Complementary complete elliptic integral of the second kind.

The complete elliptic integral (of the second kind) with the complementary parameter 1 - m is given by:

syms m
ellipticCE (m)
  ⇒ ans = (sym) E(1 - m)

Examples:

ellipticCE (sym(1)/3)
  ⇒ ans = (sym) E(2/3)
vpa (ans)
  ⇒ (sym) 1.2611859497426054059627955614384

There are other conventions for the inputs of elliptic integrals, see ‘@sym/ellipticF’.

See also: @sym/ellipticE.

Package: symbolic