GitHub

Codes of "A rigorous integrator and global existence for higher-dimensional semilinear parabolic PDEs via semigroup theory"

This repository contains the MATLAB codes associated with the paper: "A rigorous integrator and global existence for higher-dimensional semilinear parabolic PDEs via semigroup theory" by G W Duchesne ...
GitHub

Pavan-AIML/Numerical_discretization_of_PDEs

Here we will use Euler's method we will approximate the pde in its neighborhood by its tangent line meaning we will use the first step methods to check how the error ...
IEEE

Free-Form Geometric Modeling by Integrating Parametric and Implicit PDEs

Abstract: Parametric PDE techniques, which use partial differential equations (PDEs) defined over a 2D or 3D parametric domain to model graphical objects and processes, can unify geometric attributes ...
marktechpost

Transforming Partial Differential Equations PDE Solutions with ‘TENG’: Harnessing Machine Learning for Enhanced Accuracy and Efficiency

Partial differential equations (PDEs) are required for modeling dynamic systems in science and engineering, but solving them accurately, especially for initial value problems, remains challenging.
IEEE

Fully time-domain simulation of multiconductor transmission line systems: Implicit Wendroff and Euler methods within modified nodal analysis

Abstract: The paper deals with a fully time-domain method for the simulation of hybrid systems containing multiconductor transmission lines (MTL) and lumped parameter elements. The core of the method ...