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% Chaotic Systems Toolbox
% Version 1.2 26-Oct-2003
%
% Tested under Matlab 6.5.0.180913a (R13)
%
% This toolbox contains a set of functions which can be used to
% simulate some of the most known chaotic systems. The user may add
% normal white noise to the systems, change their parameters, or
% try different initial conditions. Additional functions provided for
% phase space reconstruction, surrogate data, and dimension calculation.
%
%
% Chaotic maps.
% henon - The Henon map.
% ikeda - The Ikeda map.
% logistic - The Logistic map.
% quadratic - The quadratic map.
%
% Chaotic flows.
% lorentz - The Lorentz flow.
% mackeyglass - The Mackey-Glass discretized PDE.
% rossler - The Rossler flow.
%
% Phase Space reconstruction.
% derivs - Reconstruction based on the derivatives approach.
% phasespace - Reconstruction based on the Method Of Delays.
% SSA - Reconstruction based on the Singular Spectrum Approach.
% SSAinv - The inverse of Singular Spectrum Approach.
%
% Dimension and noise estimation
% gencorint - The Generalized Correlation Integral.
% vr - The derivative of the correlation integral.
% noiseest - Noise estimation with normal distribution.
%
% Distances calculation
% radnearest - Finds the neighbors in a radius.
% Knearest - Locates the K nearest neighbors.
%
% Noise reduction
% noisergeo - Local Geometric Projection.
% noiserSchreiber - Extremely simple noise reduction method.
%
% Forecasting
% SSAforeiter - Iterative foracasting using SSA.
%
% Surrogate data.
% shuffle - Makes shuffled surrogates.
% phaseran - Makes phase randomized surrogates.
% AAFT - Makes AAFT surrogates.
% IAAFT - Makes IAAFT surrogates.
%
%
% Alexandros Leontitsis
% Department of Education
% University of Ioannina
% 45110 - Dourouti
% Ioannina
% Greece
%
% University e-mail: me00743@cc.uoi.gr
% Lifetime e-mail: leoaleq@yahoo.com
% Homepage: http://www.geocities.com/CapeCanaveral/Lab/1421
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