The infamous Mandelbrot Set
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Updated
Dec 5, 2022 - JavaScript
The infamous Mandelbrot Set
Fractal modelling with Python
Creates a Sierpinski triangle out of circles
Code and data to predict future COVID cases in Costa Rica using logistic regression
A Colored Version of the Phyllotaxis Sunflower
The famous Julia Set, coded in P5JS
Sierpinski's Triangle in 3D
A Fractal tree written in P5JS with leafs
A mouse-controlled fractal Tree written in Processing
A nice, interactive Fractal
The famous Lorenz Attractor, implemented in P5JS.
processingA Cantor Set written in P5JS
This python code calculates the fractal dimension with either the CPU or GPU as well as generates plots of the set.
Wolfram Summer Camp 2017 Project
Calculation of 2D Fractal Dimension and Lacunarity in MR Images of gliomas
Basic program which displays conversion from fractal tree to Sierpinski triangle.
Bifurcation Diagram - The Logistic Map, interactive and written in P5JS
Images, data and R code for the estimation of fractal curvature from: Spodarev, E., Straka, P., & Winter, S. (2015). Estimation of fractal dimension and fractal curvatures from digital images. Chaos, Solitons & Fractals, 75, 134–152. <doi:10.1016/j.chaos.2015.02.011>
A animated Sierpinski Triangle written in P5JS
an investigation of the fractal dimension of various random walks
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