The official implementation for ICLR23 spotlight paper "DIFFormer: Scalable (Graph) Transformers Induced by Energy Constrained Diffusion"

Climate Modeling with Neural Diffusion Equation, ICDM'21

Crank-Nicolson method for the heat equation in 2D

Numerical library for nonlinear diffusion problems in semi-infinite domains

Undergraduate research project completed at Penn State University on "The Application of PDEs to Finance: Black-Scholes model for Options Pricing"

3-MOT is a multi-physics software relying on FEniCS.

Sensor nonlinear channel modeling

Implementation of numerical method to solve the 1D diffusion equation with variable diffusivity and non-zero source terms.

A simple implementation of a Variational Quantum Eigensolver routine with binary mapping based on Qiskit

A small diffusion code that compares gpu parallelized python and julia codes

Determines the diffusion coefficient of chloride through concrete by least-squares fitting

This project simulates the diffusion of gass molecules within a confined spaces consisting of two concentric squares. The inner suare has a length of a, and the outer has a length of b, where b > a. The simulation explores the movement behavior of two types of gas molecule and graphs Entropy Vs time for gass in the inner square.

Classical Finite Differences Schemes for numerically solve different Partial Differential Equations.

The diffusion equation is a parabolic partial differential equation. The 1-D form of the diffusion equation is also known as the heat equation. This is a program to solve the diffusion equation nmerically.