Object-oriented constructor of finite difference schemes
-
Updated
Sep 21, 2018 - MATLAB
Object-oriented constructor of finite difference schemes
Code and Selected problems - Numerical Solutions of Wave Equations
We modeled groundwater particles trajectories as a random-motion and computed their probability of polluting a well. We compared different Montecarlo techniques with a deterministic approach based on PDEs
Oscillatory models of FHN
just a simple example project showcasing the usage of Eigen for solving the Laplace equation on a 2d grid, and its usefulness.
Projet sur la résolution de l'Équation d'Onde et de sa visualisation dans le cas des Figures de Chladni et pour un corps de guitare à géométrie variable.
Computational framework for solving the radiative transfer equation in one spatial dimension using a Godunov-type finite volume method with piecewise linear reconstruction of the solution within each cell of the computational domain.
Solution to a single 2d Burgers' equation via Matrix equation solvers
Basic simulations and analysis of a certain traveling-front case of the 1-dimensional Time-Dependent Ginzburg-Landau Equation with a bistable polynomial reaction function. Includes a paper with a detailed account of this work.
Implementation of Fourier Neural Operator from scratch
Uncertainty-penalized Bayesian information criterion (UBIC) for PDE Discovery
Finite element solver of diffusion-reaction systems
Perturbation Analysis for Parabolic Partial Differential Equations
C++ code for pricing options under Feller-Levy models using the Finite Element Method
NUMERical methods for solving the AdvecTion Equation (NUMERATE)
Application of the C++ deal.II Library for solving Partial Differential Equations from Applied Mathematics and the Physical Sciences
Exact solution of a linear acoustic propagation PDE.
This repository contains Python code for numerical simulation, data analysis, and figures associated with the Herho et al. (2024) manuscript.
Add a description, image, and links to the partial-differential-equations topic page so that developers can more easily learn about it.
To associate your repository with the partial-differential-equations topic, visit your repo's landing page and select "manage topics."