Predicting complex chaotic behaviors using Radial Basis Function Neural Networks
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Updated
Jul 4, 2024 - Python
Predicting complex chaotic behaviors using Radial Basis Function Neural Networks
This project is a software tool designed to create and display fractals generated by applying Newton's Method to cubic polynomials in the complex plane.
Double Pendulum Simulation showing chaos emerging from slightly different initial conditions.
This repository contains the code and data associated with the paper titled "Reappraising double pendulum dynamics across multiple computational platforms"
Simulation of a Double Pendulum. Understanding Chaos Theory. Powered by Python and Streamlit.
NisI: Non-Ideal System Identification
Just a simple Python code example for simulating the trajectory of the Rössler attractor.
this code i created was used for my IB math AA HL internal assessment.
Balls bouncing in a ring. This simulation outlines how chaos emerges from a simple ball bouncing around in a ring. This code was inspired by a numberphile video on chaos-theory.
Two simple codes to depict Chaos Theory and Butterfly Effect: exhibiting the Butterfly Effect
Chaotic attractors with python (Lorenz, Rossler, Rikitake etc.)
Visualizing strange attractors
Bifurcation Diagrams for Discrete Time Chaotic Maps
A Python package to simulate and measure chaotic dynamical systems.
Numerical project written (mostly) in Python that is all about (dynamical) zeta functions and their application to the calculation of (quantum and classical) resonances.
This repository is the solution of the Colombian Team to solve the problem Chaotic Magnetic Pendulum of the International Physicist's Tournament 2022 edition.
For a given recurrence relation and sequence, the code outputs the corresponding Lyapunov diagram which holds key information about the stability of the generated sequence.
This is a Python program that allows you to simulate and visualize various chaotic systems using a graphical user interface (GUI).
🦋 hundun is a python library for the exploration of chaos.
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