Fractal Computing: Source Code Collection for Multiple Algorithms

This repository offers source code implementations for several fractal computing programs. These implementations cover multiple functionalities including Cantor set generation, nonlinear equation solving, fractal tree construction, fractal dimension calculation, and Poincaré section visualization. The collection contains 19 programs/functions with the following detailed descriptions: 1. Cantor Set Program: Generates fractal patterns by computing points within the Cantor set using iterative removal algorithms. 2. Fractal Dimension Calculation Program: Computes the fractal dimension of graphical patterns using box-counting or similar algorithmic approaches. 3. Fractal Tree Program: Constructs tree-like fractal structures through recursive branching algorithms with customizable parameters. 4. Poincaré Section Visualization Program: Generates fractal representations of Poincaré sections using phase space sampling and intersection detection algorithms. 5. Nonlinear Equation Solver: Employs fractal-based computational methods to solve nonlinear equations through iterative approximation techniques. Additionally, 14 other programs and functions are included for various fractal computations. Detailed descriptions and implementation specifics for all programs can be accessed through the following link: [link]