jacobi-elliptic-0.1.2.0: Neville Theta Functions and Jacobi Elliptic Functions
Safe HaskellSafe-Inferred
LanguageHaskell2010

Math.JacobiElliptic

Synopsis

Documentation

jellip Source #

Arguments

:: Char

a letter among c, d, n, s identifying the Neville function at the numerator

-> Char

a letter among c, d, n, s identifying the Neville function at the denominator

-> Complex Double

z, the variable

-> Complex Double

q, the nome

-> Complex Double 

Jacobi elliptic function in terms of the nome.

jellip' Source #

Arguments

:: Char

a letter among c, d, n, s identifying the Neville function at the numerator

-> Char

a letter among c, d, n, s identifying the Neville function at the denominator

-> Complex Double

z, the variable

-> Complex Double

m, the squared modulus

-> Complex Double 

Jacobi elliptic function in terms of the squared modulus.

am Source #

Arguments

:: Complex Double

u, a complex number

-> Complex Double

m, the squared elliptic modulus

-> Complex Double 

The amplitude function.