diffusion-equation
There are 2 repositories under diffusion-equation topic.
qitianwu / DIFFormer
The official implementation for ICLR23 spotlight paper "DIFFormer: Scalable (Graph) Transformers Induced by Energy Constrained Diffusion"
Language:Python 274- Language:HTML 39
ThomasThelen / Finite-Difference-Method
A Finite Difference Method Engine in C++
Language:C++ 28gusamarante / QuantFin
Resources for Quantitative Finance
Language:Jupyter Notebook 13brmather / conduction
Python package for solving implicit heat conduction
Language:Jupyter Notebook 8heltonmc / LightPropagation.jl
Modeling light transport in turbid media
Language:Julia 8abhiy91 / 1d_diffusion
Solving the 1d diffusion equation using the FTCS and Crank-Nicolson methods
Language:C 5- Fronts.jlLanguage:Julia 5
- quant-finance-series
hjstobart / quant-finance-series
A collection of my own Quantitative Finance guides covering various topics.
Language:TeX 5 jeongwhanchoi / Neural-Diffusion-Equation
Climate Modeling with Neural Diffusion Equation, ICDM'21
Language:Python 5duongquangduc / Partial-Differential-Equation
This project is a part of my thesis focusing on researching and applying the general-purpose graphics processing unit (GPGPU) in high performance computing. In this project, I applied GPU Computing and the parallel programming model CUDA to solve the diffusion equation.
Language:Cuda 4Francesco-Zeno-Costanzo / PDE
small examples of solving simple pde
Language:Fortran 4gs0mani / Image_Processing_Denoising
Image-Denoising-Using-Directed-Diffusion-Equation
Language:MATLAB 4kimy-de / crank-nicolson-2d
Crank-Nicolson method for the heat equation in 2D
Language:Python 4Solving the 2D diffusion equation using the FTCS explicit and Crank-Nicolson implicit scheme with Alternate Direction Implicit method on uniform square grid
Language:C 3arsh-k / Transient-Diffusion-Analysis
Using numerical methods to find the concentration profile of Carbon in a 1-D steel rod through MATLAB.
Language:MATLAB 3- Language:C++ 3
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mino2357 / Sample_program_PDE
偏微分方程式の数値計算サンプル．バグがまだ埋まってると思う．
Language:C++ 3UniversityProjects / FEM2
FEM for parabolic and mixed problems
Language:MATLAB 3bourne2invest / Math-Research
Undergraduate research project completed at Penn State University on "The Application of PDEs to Finance: Black-Scholes model for Options Pricing"
Language:Python 2CostiaB / flow_modeling
Sensor nonlinear channel modeling
Language:Python 2ivan-pi / deformable-lbm
Deformable lattice Boltzmann method for diffusion in 1D moving domains
Language:C 2jakeaylmer / NumericalDiffusionScheme
Implementation of numerical method to solve the 1D diffusion equation with variable diffusivity and non-zero source terms.
Language:Python 2RemDelaporteMathurin / 3-MOT
3-MOT is a multi-physics software relying on FEniCS.
Language:Python 2alex-unofficial / 2d-heat-equation
diffusion equation solver
Language:Jupyter Notebook 1ashish53552 / Covid19-lockdown
Prediction of cases and simulation of lockdown during a pandemic, Uses Prophet and diffusion law for predicting migration.
Language:HTML 1- Language:Jupyter Notebook 1
nianhuawong / 1D_diffusion_equation
1D diffusion solver by finite difference method
Language:C++ 1NohanJoemon / PDE-Datasets
This repository contains u,x,t datasets for 4 different Partial Differential Equations(PDEs) at various noise levels
PabloPacheco / pyconduct
Python version of Patankar book Conduct | Heat Transfer | Finite Volume Method
Language:Jupyter Notebook 1ppravatto / Binary-VQE
A simple implementation of a Variational Quantum Eigensolver routine with binary mapping based on Qiskit
Language:Python 1ShayanDodge / Finite_Differencing_of_Parabolic_PDEs
A simple example of a parabolic (or diffusion) partial differential equation with one spatial independent variable is solved by Finite Difference Method
Language:MATLAB 1USNavalResearchLaboratory / Diffusion2D_Library
Solves the diffusion equation in 1 or 2 dimensions.
Language:C# 1EndCar808 / 1DDiffusion
C code to perform numerical solution of the 1D Diffusion equation using Crank-Nicolson differencing
Language:Cgstinoco / Classical-Finite-Differences
Classical Finite Differences Schemes for numerically solve different Partial Differential Equations.
Language:Python
