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C14 : Elliptic integrals

s21bac    nag_elliptic_integral_rc
Degenerate symmetrised elliptic integral of 1st kind RC(x,y)
s21bbc    nag_elliptic_integral_rf
Symmetrised elliptic integral of 1st kind RF(x,y,z)
s21bcc    nag_elliptic_integral_rd
Symmetrised elliptic integral of 2nd kind RD(x,y,z)
s21bdc    nag_elliptic_integral_rj
Symmetrised elliptic integral of 3rd kind RJ(x,y,z,r)
s21bec    nag_elliptic_integral_F
Elliptic integral of 1st kind, Legendre form, F(φm)
s21bfc    nag_elliptic_integral_E
Elliptic integral of 2nd kind, Legendre form, E (φm)
s21bgc    nag_elliptic_integral_pi
Elliptic integral of 3rd kind, Legendre form, Π (n ; φm)
s21bhc    nag_elliptic_integral_complete_K
Complete elliptic integral of 1st kind, Legendre form, K (m)
s21bjc    nag_elliptic_integral_complete_E
Complete elliptic integral of 2nd kind, Legendre form, E (m)
s21dac    nag_general_elliptic_integral_f
Elliptic integrals of the second kind with complex arguments

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© The Numerical Algorithms Group Ltd, Oxford UK. 2012