Direct and Inverse Solver for Kinetic Capillary Electrophoresis (KCE)
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Updated
Jul 7, 2017 - MATLAB
Direct and Inverse Solver for Kinetic Capillary Electrophoresis (KCE)
A collection of assignments and projects related to Mathematical Modeling
Diplomski rad: Numerička metoda za problem elastičnog štapa uz prepreku.
Codes for the paper "Turnpike in optimal control of PDEs, ResNets, and beyond".
A Matlab toolbox for fast mesh-refinement of 2D domains
A simple finite difference nonlinear integro-PDE solver
Engineering Analysis
generate manufactured solutions of partial differential equations, e.g. for validating finite-element models
An implementation of the the paper "Vector-Valued Image Regularization with PDEs: A Common Framework for Different Applications" by David Tschumperle and Rachid Deriche
US Population Modeling & Forecasting
Get a symbolic approximation to a system of nonlinear partial differential equations in the form of a truncated Taylor series representation
This is the PDE finite element method.
Part of my PhD project on optimal controller and actuator design for nonlinear models is discussed here. For full discussion please see my PhD thesis:
This repository contains the code used for simulations in the study by Aksnes et al. (2023)
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