C++ library for ODE integration via Taylor's method and LLVM
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Updated
May 15, 2024 - C++
C++ library for ODE integration via Taylor's method and LLVM
A fast and flexible C++ simulation engine and differential equation solver.
Python library for ODE integration via Taylor's method and LLVM
A simple but powerful header-only C++ DAE (Differential Algebraic Equation) system solver
Easy-to-compile, high-order ODE solvers as C++ classes
Code for efficient solution of oscillatory ordinary differential equations
library of numerical methods using Armadillo
A simple implementation of reverse mode automatic differentiation in C++ without the use of any libraries.
Source code generator for differential equation solvers.
MML - Minimal Math Library
Solves 2D systems of autonomous differential equations and plots the phase plane
A simple and efficient program for solving second order homogeneous differential equations
SIR model implementation for pandemic spread
Modular simulation framework for discrete and differential temporal simulations with integrated Monte Carlo capabilities.
C++ extension of Python script to numerically solve the mean curvature equation in General relativity to establish an initial approximation to then evolve using mean curvature flow.
My work in the course "FYS3150 - Computational physics" at UiO. This was done in collaboration with Cecilie Glittum (https://github.uio.no/cecilgl). The original github repository can be found at https://github.uio.no/cecilgl/FYS4150
A single-header C++11 library for embedded targets to easily stand up evaluation-ready difference equation forms of discretized Z-domain Transfer Functions - just provide the numerator and denominator coefficients!
A low-dimensional heat equation solver written in Rcpp for two boundary conditions (Dirichlet, Neumann), this was developed as a method for teaching myself Rcpp.
Serial and Parallel numerical methods for solving partial differential equations using finite differences with OpenMP. Implementation of the serial and parallel Jacobi and Gauss-Seidel methods for solving linear systems. Implementation of the Additive Schwarz and Restricted Additive Schwarz methods for domain decomposition.
Mini projects and algorithms that I mess around with go here
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