i don't really do chaotic dynamics, but you can trace my passion for the beautiful, so here’s my collection of chaotic and hyperchaotic attractors across three repositories:

• Dynamics of Chaotic 3D Attractors: Part 1
• Dynamics of Chaotic 3D Attractors: Part 2
• Dynamics Of Hyperchaotic High-Dimensional Attractors

and since numerical methods are key to exploring chaos, here are some relevant repositories:

• General Algorithm of The Explicit Runge—Kutta Method
• Lyapunov Exponents

reach me:whydenyscry@gmail.com

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1. Dynamics-of-Hyperchaotic-AttractorsDynamics-of-Hyperchaotic-AttractorsPublic

   Gallery of high-dimensional hyperchaotic attractors.

   MATLAB

2. Dynamics-of-Chaotic-Attractors-Part-2Dynamics-of-Chaotic-Attractors-Part-2Public

   A continuation of my gallery of three-dimensional chaotic attractors.

   MATLAB

3. Dynamics-of-Chaotic-Attractors-Part-1Dynamics-of-Chaotic-Attractors-Part-1Public

   Gallery of more than 100 three-dimensional сhaotic attractors.

   MATLAB 3

4. Lyapunov-ExponentsLyapunov-ExponentsPublic

   MATLAB script for calculating Lyapunov exponents and Kaplan—Yorke dimension.

   MATLAB

5. General-algorithm-of-the-explicit-Runge-Kutta-methodGeneral-algorithm-of-the-explicit-Runge-Kutta-methodPublic

   A flexible and compact implementation of explicit Runge—Kutta methods for solving IVPs of any order and dimensionality using Butcher tableaux.

   MATLAB

6. General-algorithm-of-the-embedded-Runge-Kutta-methodGeneral-algorithm-of-the-embedded-Runge-Kutta-methodPublic

   A flexible and compact implementation of embedded Runge-Kutta methods for solving IVPs of any order and dimensionality using Butcher tableaux.

   MATLAB