Finite difference solver for the 'Variance Gamma' partial-integro differential equation (PIDE)
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Updated
Nov 18, 2015 - MATLAB
Finite difference solver for the 'Variance Gamma' partial-integro differential equation (PIDE)
Direct and Inverse Solver for Kinetic Capillary Electrophoresis (KCE)
PDE-based vector-valued image regularization routine.
Simulation of a conducting cylinder rotating inside a magnetic field. (Finite difference methods for non-linear systems of PDEs).
Numerical Solutions for PDE's | Heat Equation, Poisson Equation, Wave Equation
Transmission-line Modeling Method applied to BioHeat Transfer Problems
Object-oriented constructor of finite difference schemes
Pytorch implementation of "DeepFlow: History Matching in the Space of Deep Generative Models"
Hierarchical Model Reduction
A fast direct dense solver with machine accuracy for 2-D Laplace's equation
Given a blurry Image De-Blur it by removing PSF Degrading Function.
Numerical solution of the nonlinear Schrödinger equation with a quadratic nonlinearity.
Results are compared over a range of values of grid space for different order of approximations
Comparing the error generated while solving a function using numerical discretization for 1st, 2nd and 4th order approximation.
Simulation of a space shuttle tile using 2D partial differential equation solvers
The Matlab code here is an attempt to model a 3D graph for the paper "Selecting Spatio-temporal patterns by substrate injection in a reaction-diffusion system "
the diffusive prey-predator model is solved using the Finite Difference Method. the research article referred to is mentioned here.
MA473: Computational Finance
Finite Difference Method for the Multi-Asset Black–Scholes Equations
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