jacobi-elliptic-0.1.3.0: Neville Theta Functions and Jacobi Elliptic Functions

Copyright	(c) Stéphane Laurent 2023
License	BSD3
Maintainer	laurent_step@outlook.fr
Safe Haskell	Safe-Inferred
Language	Haskell2010

Math.NevilleTheta

Description

Provides the theta Neville functions.

Synopsis

theta_c :: Complex Double -> Complex Double -> Complex Double
theta_d :: Complex Double -> Complex Double -> Complex Double
theta_n :: Complex Double -> Complex Double -> Complex Double
theta_s :: Complex Double -> Complex Double -> Complex Double
theta_c' :: Complex Double -> Complex Double -> Complex Double
theta_d' :: Complex Double -> Complex Double -> Complex Double
theta_n' :: Complex Double -> Complex Double -> Complex Double
theta_s' :: Complex Double -> Complex Double -> Complex Double

Documentation

theta_c Source #

Arguments

:: Complex Double	z
-> Complex Double	q, the nome
-> Complex Double

Neville theta-c function in terms of the nome.

theta_d Source #

Arguments

:: Complex Double	z
-> Complex Double	q, the nome
-> Complex Double

Neville theta-d function in terms of the nome.

theta_n Source #

Arguments

:: Complex Double	z
-> Complex Double	q, the nome
-> Complex Double

Neville theta-n function in terms of the nome.

theta_s Source #

Arguments

:: Complex Double	z
-> Complex Double	q, the nome
-> Complex Double

Neville theta-d function in terms of the nome.

theta_c' Source #

Arguments

:: Complex Double	z
-> Complex Double	m, the squared modulus
-> Complex Double

Neville theta-c function in terms of the squared modulus.

theta_d' Source #

Arguments

:: Complex Double	z
-> Complex Double	m, the squared modulus
-> Complex Double

Neville theta-d function in terms of the squared modulus.

theta_n' Source #

Arguments

:: Complex Double	z
-> Complex Double	m, the squared modulus
-> Complex Double

Neville theta-n function in terms of the squared modulus.

theta_s' Source #

Arguments

:: Complex Double	z
-> Complex Double	m, the squared modulus
-> Complex Double

Neville theta-s function in terms of the squared modulus.