Butterfly Effect Simulator is a predefined physical deterministic environment in which the observer can test butterfly effect or chaos theory in action, altering the timeline of events and observing the outcome of the physical system with a small change in the initial conditions.
Built upon Conway's Game of Life, referencing the Utopia Experiment, and studying the butterfly effect, the project simulates and predicts non-living phenomena. It explores significant outcomes of minor changes and employs cellular automata, complex network models, and machine learning to provide new perspectives on future societal development.
This repository contains the code for the blog post on Solving the Lorenz system using Runge-Kutta methods. For further details, please refer to this post.
Lorenz Attractor
Associated repository for the "Chaos Theory: Unlocking the Secrets of the Butterfly Effect!" 15 minute discourse podcast on YouTube!
Scientific Articles and Technical Guides toward Dynamical systems, Chaos Theory, and Chaotic systems
The Lorenz attractor rendered using p5.js
Simulation and animation of the Lorenz system.
2D Visualisation of the Lorenz Attractor. Made with C++ and using Raysan5's Raylib for rendering
A javascript project to animate Lorenz System
Introduction to Key Concepts of Chaos Theory
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