DSWeb Dynamical Systems Software aims to collect all available software on dynamical systems theory. This project was originally launched during the special year Emerging Applications of Dynamical Systems, 1997/1998, at the Institute for Mathematics and its Applications. The information here includes functionality, platforms, languages, references, and contacts.

Please note that DSWeb is not responsible for any direct, indirect, special, incidental, or consequential damages arising from the use of the content provided here.

Multifario

Computing manifolds of dynamical systems


Multifractal estimation---maximum likelihood

Enter data into this web page, then the reported fractal properties are those of multiplicative multifractals that best look like your data


Normal form of multiscale fast/slow SDEs and ODEs

Via this web page you obtain a normal form of any supplied stochastic differential equation (SDE), or deterministic, autonomous or non-autonomous, ODE, when the SDE has fast and slow modes


PDDE-CONT

Continuation of periodic orbits and their bifurcations in autonomous and forced delay-differential equations


pde2path

Matlab package for continuation and bifurcation of 2D elliptic problems


PDEcont

Bifurcation analysis of periodic solutions of PDEs and large-scale ODE systems


PHASER

Educational and Research Animator/Simulator for Dynamical Systems


PyDSTool

PyDSTool is an integrated simulation, modeling and analysis package for dynamical systems. It also contains a library of classes for scientific computing that utilizes dynamical systems.


Rauto

Rauto is a command line interface to AUTO


SciLab/Scicos

Provides a flexible system modeler in both equation and GUI form


Slow manifold of multiscale fast/slow SDEs or ODEs

Via this web page you obtain a slow manifold of any supplied stochastic differential equation (SDE), or deterministic, autonomous or non-autonomous, ODE, when the DEs have fast and slow modes


SSMan1D

One-dimensional strong (un)stable manifold computation; module for DsTool


StdMap

Standard Maps displays the dynamics of several "area preserving" mappings. It will also find periodic orbits, cantori, and stable and unstable manifolds of any (symmetric) periodic orbit


TISEAN

Nonlinear Time Series Analysis


TOCSY

Toolbox for Complex Systems: a compilation of innovative methods for modern nonlinear data analysis


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