SpecialFuncs Class

public class SpecialFuncs

Methods

NameDescription
Airy (8)Airy function of the first kind, complex argument: $Ai(z)$.
Besh (9)Bessel function of the third kind (Hankel function), complex argument: H^((1))_(nu)(z).
Besi (9)Modified Bessel function of the first kind, complex argument: I_(nu)(z).
Besj (9)Bessel function of the first kind, complex argument: J_(nu)(z).
Besk (9)Modified Bessel function of the second kind, complex argument: K_(nu)(z).
Besy (9)Bessel function of the second kind, complex argument: Y_(nu)(z).
Biry (8)Airy function of the second kind, complex argument: $Bi(z)$.
E1Exponential integral E1(x) = -Ei(-x).
EIExponential integral Ei(x).
EllipComplete (4)Complete elliptic integral of the first kind, K(m).
EllipCompleteMC
EllipJacoby (2)Jacobi elliptic functions sn, cn and dn.
ExpEIScaled exponential integral exp(-x)*Ei(x).
LegendreP (6)Legendre polynomial P(l,x) = P(l,0,x) (order m = 0).