DDE-BIFTOOL

DDE-BIFTOOL is a set of routines for performing numerical bifurcation analysis of delay-differential equations, running in Matlab or Octave[2]. It was originally created by Koen Engelborghs at KU Leuven (Belgium). [1]

Tutorial demo <http://ddebiftool.sourceforge.net/demos/neuron/html/demo1_simple.html> shows the output of an illustrative demo.

<http://ddebiftool.sourceforge.net> links to documentation, a list of contributors and current maintainers.

The original DDE-BIFTOOL webpage at KU Leuven [1] stores versions up to 3.0 and their documentation.

[1] <http://twr.cs.kuleuven.be/research/software/delay/ddebiftool.shtml>
[2] <https://www.gnu.org/software/octave>

Further tutorials (by M Bosschaert) at <https://sites.google.com/a/uhasselt.be/maikel-bosschaert/home> (pdf files).

Features

Bifurcation analysis for dynamical systems with delay
numerical continuation
normal form computation for bifurcations of equilibria

Project Samples

Example for bifurcation diagram from demos

Project Activity

See All Activity >

License

BSD License

Follow DDE-BIFTOOL

DDE-BIFTOOL Web Site

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mithunba46 Posted 2022-05-23

The software works well.

Additional Project Details

Intended Audience

Science/Research

Programming Language

MATLAB

Related Categories

MATLAB Mathematics Software

Registered

2015-01-10

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