Category:Bifurcations

From Scholarpedia

This page is not peer reviewed. Contributors to this page are not anonymous. Only curators can edit it.

Articles in category "Bifurcations"

There are 38 articles in this category.

A

  • Andronov-Hopf bifurcation

B

  • Bautin bifurcation
  • Bifurcation
  • Blue-sky catastrophe
  • Bogdanov-Takens bifurcation
  • Bursting

C

  • Center manifold
  • Crises
  • Cusp bifurcation

D

  • Delayed loss of stability

F

  • Fold-Hopf bifurcation

G

  • Global bifurcations

H

  • Heteroclinic bifurcation
  • Heteroclinic cycles
  • Homoclinic bifurcation
  • Homoclinic orbit
  • Hopf-Hopf bifurcation

L

  • Local bifurcations of limit cycles
  • Lyapunov-Schmidt reduction

M

  • MATCONT

N

  • Neimark-Sacker bifurcation
  • Normal forms
  • Normal hyperbolicity
  • Numerical continuation

P

  • Period doubling

S

  • Saddle-node bifurcation
  • Saddle-node bifurcation on invariant circle
  • Shilnikov bifurcation
  • Shoshitaishvili theorem
  • Singularity theory
  • Stability
  • Stability of Hamiltonian equilibria
  • Stability of equilibria
  • Stability of fixed points for symplectic maps
  • Structural stability

T

  • Torus breakdown

U

  • Unfoldings

X

  • XPPAUT
Retrieved from "http://www.scholarpedia.org/article/Category:Bifurcations"

Categories: Dynamical Systems | Computational Neuroscience

Views
  • Category
  • reviews
  • edit this article
  • revisions
Personal tools
  • Create an account or log in
 
Navigation
  • Main Page
  • Election of authors
  • Recent changes
  • Random article
  • For authors
  • All articles
  • Support
  • Help
Encyclopedia of
  • computational neuroscience
  • dynamical systems
  • computational intelligence
  • astrophysics
Toolbox
  • What links here
  • Related changes
  • Upload file
  • Special pages
  • Printable version
MediaWiki
  • This page was last modified 21:09, 9 May 2008.
  • This page has been accessed 317 times.
  • ISSN 1941-6016
  • About Scholarpedia
  • Disclaimers
  • Patent pending.
  • Served in 0.123 sec.