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P.laurent

Laurent series for elliptic and related functions

Description

Laurent series for various functions

Usage

P.laurent(z, g=NULL, tol=0, nmax=80)
    Pdash.laurent(z, g=NULL, nmax=80)
    sigma.laurent(z, g=NULL, nmax=8, give.error=FALSE)
sigmadash.laurent(z, g=NULL, nmax=8, give.error=FALSE)
     zeta.laurent(z, g=NULL, nmax=80)

Arguments

z

Primary argument (complex)
g

Vector of length two with g=c(g2,g3)
tol

Tolerance
give.error

In sigma.laurent(), Boolean with default FALSE meaning to return the computed value and TRUE to return the error (as estimated by the sum of the absolute values of the terms along the minor long diagonal of the matrix)

.

nmax

Number of terms used (or, for sigma(), the size of matrix used)

Author(s)

Robin K. S. Hankin

Examples

sigma.laurent(z=1+1i,g=c(0,4))
elliptic

Weierstrass and Jacobi Elliptic Functions

v1.4-0
GPL-2
Authors
Robin K. S. Hankin [aut, cre] (<https://orcid.org/0000-0001-5982-0415>)
Initial release

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