Collection tools for open dynamical systems with a focus on classical chaotic and mixed systems.
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Updated
Jan 26, 2016 - OpenEdge ABL
Collection tools for open dynamical systems with a focus on classical chaotic and mixed systems.
Python code for simple diffusion limited aggregation (DLA) simulation. The code provided creates a .gif for cluster growth and calculates fractal dimensionality of the cluster. User can vary the radius of the cluster.
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>
Wolfram Summer Camp 2017 Project
Finding evidence for the existence of Strange, non-chaotic attractors in the Quasi-periodically driven duffing oscillator.
an investigation of the fractal dimension of various random walks
Creates a Sierpinski triangle out of circles
The Sierpinski Carpet written in Processing
A mouse-controlled fractal Tree written in Processing
A Colored Version of the Phyllotaxis Sunflower
A simple Phyllotaxis Pattern of a Sunflower
calculate the topological dimension of protein interaction networks (active CI)
Cellular automata patterns are clustered based on features related to beauty such as fractal dimensionality and compression efficiency.
Project to test the accuracy of multiple algorithms published in articles to the EEG binary motor imagery problem
Algorithm to detect bursts in the EEG of preterm infants (Python version of an existing Matlab program)
A Python Toolbox for Statistics and Neurophysiological Signal Processing (EEG, EDA, ECG, EMG...).
A MATLAB code for fractal analysis of EEG signals
Estimating the fractal dimension of an image using the box counting approach
Calculating fractal dimensions with box-counting
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