legendre

🚀 Julia package for orthogonal polynomial transforms 🏂

High performance computational platform in Python for the spectral Galerkin method

Keras implementation of Legendre Memory Units

🚅 Fast orthogonal polynomial transforms 🏄

Fast spherical harmonic transforms using C library SHTns

Derivatives of Normalized Associated Legendre Polynomials

Spherical Harmonics project is dedicated to the study of special functions defined on the surface of a sphere. This tool facilitates visualization of mode shapes and enables the analysis of pulse and harmonic responses on the sphere's surface to external loads. Developed using C++17/ modern OpenGL

Python implementations of classic approximations of functions

Solving boundary value problem (BVP) using Legendre Gauss Lobatto (LGL) collocation

Compute Legendre Gauss Lobatto (LGL) nodes, quadrature, differentiation matrix, lagrange integration matrix and birkhoff integration matrix for pseudospectral or orthogonal collocation

Um pequeno projeto feito em live a fim de homenagear o dia do pi de 14/03/2025.

Comparison of Gauss's and Legendre's formula in approximating the prime counting function along with results analysis.

A generic repository for mathematical functions.

Calculate coeffcients for Legendre polynomials of the first kind.

Legendre's Three-Square Theorem

Metody Numeryczne

Numerical rootfinding method made as part of my B.Sc. thesis at the Aalto University department of Mathematics and Systems Analysis.