Lorenz attractor, mathematical Chaos Theory / Butterfly Effect
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Updated
Jul 15, 2019 - C++
Lorenz attractor, mathematical Chaos Theory / Butterfly Effect
Exploring the deterministic chaos of a magnetic pendulum
Competitive Lotka–Volterra equations, solved using Runge-Kutta methods. Four dimensional system.
Collection of dynamical systems
Fork of https://github.com/orfeasliossatos/Coding-Projects tweaked and ported to Linux.
Math problems I found nice enough to implement, beginning with easy problems, then I will add some intermediate, advanced problems.
This repository provides a collection of code and implementations for various chaos theory models. It aims to facilitate the understanding and exploration of chaos theory concepts and inspire further research and experimentation in this field.
A simple project made in OpenCV to showcase Arnold's Cat Map
Simulating double pendulums
Coded an Audio Visualiser for Chaotic Motion (Chaos Attractors) in C++
Code to reproduce main results in the manuscript "Weak-winner phase synchronization: A curious case of weak interactions"
Github page
A Qt visualiser for the behaviour of a damped pendulum
This is a set of dynamical systems experiments using numerical techniques. all the source codes are written on Cpp.
Repository for "A versatile mathematical function for stable and chaotic systems: A data encryption application."
TeX-Dateien und Code der Diplomarbeit "Einführung in die Zeitreihenanalyse und ihre Anwendung auf die Atmungsdynamik Frühgeborener"
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