DDE-BifTool is a set of routines for performing numerical bifurcation analysis of delay-differential equations, running in MATLAB or GNU Octave. It was originally created by Koen Engelborghs at KU Leuven (Belgium).
Tutorial demo 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 stores versions up to 3.0 and their documentation.
See also the tutorials files.
- Bifurcation analysis for dynamical systems with delay
- numerical continuation
- normal form computation for bifurcations of equilibria
