Model, simulate, and visualize discrete nonlinear dynamical systems, chaos, and fractals

A Julia package to perform Bifurcation Analysis

Fast, general-purpose interactive applications for complex systems

Non-Linear Dynamic Systems

Visualization of the chaotic behavior of the logistic map, and other iterated maps, in Python, with GUI in Qt5

Interactive Logistic Map Simulator demonstrating chaos, bifurcation, and predictability limits (Aksoy 2024)

Interactive document which reveals Duffing Oscillator properties

Random Number Generator

Des programmes codés en Python pour modéliser l'application logistique, son diagramme de bifurcation et les différentes fractales qui lui sont associées (l'ensemble de Mandelbrot et les ensembles de Julia).

Projects for Non-Linear Dynamics

Simulaciones numéricas en módelos de ecuaciones diferenciales

Explore the beauty of the bifurcation diagram!

Logistic mapping of a predefined function in C. Includes bifurcation, cobweb and recurrence plot for said function.

Bifurcation & Logistic Map

Expirement of Physics Lab semester 4 about Logistic Maps and Bifurcation Graphs

Julia interface to BioMASS

Dado un sistema de ecuaciones no lineales se integra numericamente y se calculan los máximos y mínimos locales para graficar el mapa de Bifurcación de este sistema

Trifurcation in the Mandelbrot set

Create image of logistic map bifurcation diagram.

Bifurcation Diagrams for Discrete-Time Maps in Python - https://doi.org/10.5281/zenodo.13276873

Computation of logical bifurcation diagrams of (Boolean or multivalued) logical functions

Repository for the Phase-Bifurcation Cosmogenesis model. Includes, academic paper, reproducible Δϕ simulations, numerical scripts, critical-mass analysis (mϕ,crit ≈ 1.965), and visualizations of a non-singular CPT-symmetric cosmic origin.

This is the repository of the codes, data and plots used in the project. https://www.mdpi.com/1099-4300/23/3/288

Bifurcation Diagram - The Logistic Map, interactive and written in P5JS

Code used to compute Lyapunov characteristic exponents for the pestilent RPS model.

Playpen to compute the period doubling route to chaos in Duffing's equation. Uses SUNDIALS and VTK.

Bifurcation Diagrams for Discrete Time Chaotic Maps

Recreating the start of Geoff Boeing's Chaos Theory blog post (linked in readme)

Interactive bifurcation diagram and cobweb plot for the Logistic Map equations.

Introduction to Key Concepts of Chaos Theory