--> atomsInstall("Ortpol")
This module allows to create and handle orthogonal polynomials. Bug tracker: https://gitlab.com/scilab/forge/ortpol/-/issues CONTENTS -------- Orthogonal Polynomials * ortpol_overview — An overview of the Ortpol toolbox. * ortpol_quadrature — Returns nodes and weights of a quadrature from alphas and betas * Chebyshev * chebyshev_eval — Evaluate Chebyshev polynomial * chebyshev_norm — Compute Chebyshev L2 norm * chebyshev_pdf — Chebyshev PDF * chebyshev_poly — Create Chebyshev polynomial * chebyshev_quadrature — Returns nodes and weights of Gauss-Chebyshev quadrature * chebyshev_variance — Variance of Chebyshev polynomials * chebyshev_weight — Chebyshev weight function * Hermite * hermite_eval — Evaluate Hermite polynomial * hermite_norm — Compute Hermite L2 norm * hermite_pdf — Gaussian PDF * hermite_poly — Create Hermite polynomial * hermite_quadrature — Returns nodes and weights of Gauss-Hermite quadrature * hermite_variance — Variance of Hermite polynomials * hermite_weight — Gaussian weight function * Laguerre * laguerre_eval — Evaluate Laguerre polynomial * laguerre_norm — Compute Laguerre L2 norm * laguerre_pdf — Laguerre PDF * laguerre_poly — Create Laguerre polynomial * laguerre_quadrature — Returns nodes and weights of Gauss-Laguerre quadrature * laguerre_variance — Variance of Laguerre polynomials * laguerre_weight — Laguerre weight function * Legendre * legendre_eval — Evaluate Legendre polynomial * legendre_norm — Compute Legendre L2 norm * legendre_pdf — Legendre PDF * legendre_poly — Create Legendre polynomial * legendre_quadrature — Returns nodes and weights of Gauss-Legendre quadrature * legendre_variance — Variance of Legendre polynomials * legendre_weight — Legendre weight function
Upload date : 2021-12-02 01:10:47 MD5 : 5ad570e48319cfcf8d7886de83dee80f SHA1 : fe4f7d7cbb926c72454d0dcfc80c9a3e7fb4d98a Downloads : 36
CHANGES 0.3.3 => 0.3.4 * Help pages improved: code style, LaTeX for text output * Ortpol.start: now checks for ALL dependencies, before loading any. * Module repackaging
Upload date : 2021-12-02 01:26:39 MD5 : e209f7274ccc199cd20a455809dc7c6e SHA1 : d4bca7174d21866620e0d9706595af109a1cd2d2 Downloads : 1562