Topic: legendre-polynomials Goto Github
Some thing interesting about legendre-polynomials
Some thing interesting about legendre-polynomials
legendre-polynomials,
User: adversing
legendre-polynomials,Functional analysis tasks' solutions implemented in MatLab
User: allenvox
legendre-polynomials,Digital signal processing library including: polynomial fitting, filtering, etc. Where possible API facilitates real-time applications
User: bondeje
legendre-polynomials,This repository contains useful matlab functions for any engineering student taking a course on Numerical Methods (Numerical Analysis). These functions can also b re-purposed to create a more complex application.
User: diegocoglievina
legendre-polynomials,Developing an software that can calculate legendre differential equations and save them in excel table.
User: doguilmak
legendre-polynomials,An idea for solving a given numerical integration using Gaussian Quadrature Legendre
User: fort3
legendre-polynomials,Rμ μ΄μ©ν κ²½μ μκ³μ΄ λ°μ΄ν° λΆμ / GARCH, Legendre models
User: hutch24
legendre-polynomials,Python code for studying the convergence of Legendre series for piecewise analytic functions.
User: jaantollander
legendre-polynomials,C++ functions which evaluate Legendre polynomials
User: jachappell
Home Page: https://www.storage-b.com/math-numerical-analysis/18
legendre-polynomials,Legendre polynomials and associated Legendre polynomials computed using 3-term recursions
User: jishnub
legendre-polynomials,A library for calculating the Associated Legendre polynomials
User: jmert
Home Page: https://jmert.github.io/AssociatedLegendrePolynomials.jl/
legendre-polynomials,A Python module to compute multidimensional arrays of evaluated (orthogonal) functions.
User: nimlr
legendre-polynomials,PES2MP: Get radial coefficients from PES via multipole expansion
Organization: quantumdynamicslab
Home Page: https://www.iitrpr.ac.in/dhilip/
legendre-polynomials,Polinomios de Legendre programado en c++, usando las relaciones de recurrencia
User: ramirobelmarm
legendre-polynomials,:triangular_ruler: Orthogonal polynomials in all shapes and sizes.
Organization: sigma-py
legendre-polynomials,MultiPrecision Legendre Polynomial Root Finding
User: tk-yoshimura
legendre-polynomials,Orthogonal polynomials for optics analysis
User: twang006
legendre-polynomials,Golang implementation of the NOAA World Magnetic Model
User: westphae
legendre-polynomials,Jacobi, Gegenbauer, Chebyshev of first, second, third, fourth kind, Legendre, Laguerre, Hermite, shifted Chebyshev and Legendre polynomials
User: whydenyscry
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