Registered 2014-06-08 by Daniele Bigoni

The SpectralToolbox is a collection of tools useful for spectral approximation methods in one or more dimensions. It include the construction of traditional orthogonal polynomials. Additionally one can construct orthogonal polynomials with respect to a selected measure.

The SpectralToolbox is a collection of tools useful for spectral approximation methods in one or more dimensions. It include the construction of traditional orthogonal polynomials. Additionally one can construct orthogonal polynomials with respect to a selected measure.
Description

Implementation of Spectral Methods in N dimension.

Available polynomials:

        Jacobi
        Hermite Physicist
        Hermite Function
        Hermite Probabilistic
        Laguerre Polynomial
        Laguerre Function
        ORTHPOL package (generation of recursion coefficients using [1])

Available quadrature rules (related to selected polynomials):

        Gauss
        Gauss-Lobatto
        Gauss-Radau

Available quadrature rules (without polynomial selection):

        Kronrod-Patterson on the real line
        Kronrod-Patterson uniform
        Clenshaw-Curtis
        Fejer's

Project information

Maintainer:
Daniele Bigoni
Driver:
Daniele Bigoni
Licence:
GNU LGPL v3

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View full history Series and milestones

trunk series is the current focus of development.

All code Code

Version control system:
Bazaar
Programming languages:
Python

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