A finite element method implementation in Matlab to solve the Gray-Scott reaction-diffusion equation on the surface of a sphere.
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Updated
Mar 23, 2023 - MATLAB
A finite element method implementation in Matlab to solve the Gray-Scott reaction-diffusion equation on the surface of a sphere.
Matlab scripts to recreate figures of the JR Soc Interface article "Model reduction enables Turing instability analysis of large reaction-diffusion models"
Code for the paper "The speed of traveling waves in a FKPP-Burgers system"
Code for the paper "Minimum wave speeds in monostable reaction-diffusion equations: sharp bounds by polynomial optimization"
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 "
Solving a single species reaction-diffusion equation and the scaled Lotka-Volterra via travelling waves.
Codes related to a study of spatiotemporally invariant patterns in systems of coupled relaxation oscillators, and their potential use in computational logic.
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