An experimental code implementing the Minimal Residual Multistep methods for the solution of linear ODE systems. https://www.sciencedirect.com/science/article/abs/pii/S0377042719305011
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Updated
Aug 15, 2019 - Python
An experimental code implementing the Minimal Residual Multistep methods for the solution of linear ODE systems. https://www.sciencedirect.com/science/article/abs/pii/S0377042719305011
Este repositório é dedicado ao meu e-book sobre modelos matemáticos e computacional em medicina e biologia
Sources of my term paper for differential equations calss, developed during my study at Shirak State University
Library for multistep and multistage integration of ODEs
function library for analyzing protocell behavior - chemical species inside procells
Learning about optimizing objective functions, efficient modeling and simulation algorithms in computational science.
Masters thesis: A lumped parameter model and solver for simulating blood flow.
My completed laboratory assignments in the subject "Computational Mathematics" at NSU.
A wrapper around the cvode(S) ODE solver from sundials. Mirror of https://gitlab.inria.fr/InBio/Public/cvode-rust-wrap
Parallel Solver for linear ODEs using Finite Difference method. Uses MPI and MUtifrontal Massively Parallel sparse Solver (MUMPS) for solving linear systems.
Solution approximation using Euler's Method and Slope Field representations
A fast yet precise simulation of conservative, attractive forces acting on point-like particles embedded onto the surface of a unit sphere.
This project features two dynamic simulations: bungee jumping and atmospheric convection models, using Runge-Kutta methods to capture their behavior. Dive into chaotic Lorenz attractor visuals, track variable evolution via time series charts, and compare cord lengths between these intriguing simulations. Explore dynamic modeling and chaotic systems
Presentations on some of the computer methods considered in the course
Numerical Analysis / Second Order ODEs
This is a C library that wraps CVODE in a simpler interface for solving system of differential equations.
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