A library for solving differential equations using neural networks based on PyTorch, used by multiple research groups around the world, including at Harvard IACS.

library of numerical methods using Armadillo

PolyMGen is a library for parallel quality mesh generation of many polytopes, such as polygons and polyhedrons

compute an approximate minimal surface without recursion ("in one shot")

Implementation of Numerical Analysis algorithms/methods in Python

I use piecewise linear function to approximate the solution to a boundary value problem.

Bio-insect flapping wing micro aerial vehicle (FWMAV) is a kind of centimeter-scale air-flying robot which imitates the flapping-wing motion pattern of flying insects in order to realize flying ability and agile maneuverability similar to flapping-winged flying insects. Because of its future broad application prospects in the field of military a…

A zoo of implementations of differential equation problems in NumPy and JAX. Oscillators, chemical reactions, n-body problems, epidemiological models, IVPs, BVPs, and more.

Numerical Analysis Problems and Solutions

General Boundary Value Problem solver based on Scipy's solve_bvp algorithm.

Two-dimensional finite element method on rectangles

C++ OpenMP and CUDA implementation of parallel ensembling of global stiffness matrix.

A Modern Fortran translation of the TWOPNT program for Boundary Value Problems

A repo for keeping various numerical Solvers

NUMERICAL METHODS LABORATORY (MA29202) / NUMERICAL TECHNIQUES LABORATORY (MA39110) - IIT KGP

Python package for solving two-point boundary value problems that wraps BVP_SOLVER

Repositório com implementações de métodos numéricos em Python desenvolvido ao longo da disciplina DCC008X - Cálculo Numérico

Formulas of this year's [2024] NPTEL Course titled Advanced Computational Techniques

This work proposes a hierarchically normalized physics-informed neural network (hnPINN) to solve PDE problems.

Implementing 2D Poisson's Equation using the Finite Difference Method and Iterative Solvers for matrices. Explored LU decomposition & the Thomas algorithm, Jacobi, Gauss-Seidel, and the Standard Over-Relaxation (SOR) method. MATH 4315: Advanced Scientific Computing with Professor Weihua Geng.