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bifurcation Pitchfork bifurcation Period-doubling (flip) bifurcation Hopf bifurcation Neimark–Sacker (secondary Hopf) bifurcation Global bifurcations...

although often the unstable points are omitted. Bifurcation diagrams enable the visualization of bifurcation theory. In the context of discrete-time dynamical...

theory is a branch of bifurcation theory in the study of dynamical systems; it is also a particular special case of more general singularity theory in...

Approximation theory — Arakelov theory — Asymptotic theory — Bifurcation theory — Catastrophe theory — Category theory — Chaos theory — Choquet theory — Coding...

In the mathematical theory of bifurcations, a Hopf bifurcation is a critical point where, as a parameter changes, a system's stability switches and a periodic...

In bifurcation theory, a field within mathematics, a pitchfork bifurcation is a particular type of local bifurcation where the system transitions from...

Look up bifurcation, bifurcated, or bifurcating in Wiktionary, the free dictionary. Bifurcation or bifurcated may refer to: Bifurcation theory, the study...

Biological applications of bifurcation theory provide a framework for understanding the behavior of biological networks modeled as dynamical systems. In...

portal Examples of chaotic systems Advected contours Arnold's cat map Bifurcation theory Bouncing ball dynamics Chua's circuit Cliodynamics Coupled map lattice...

mathematical area of bifurcation theory a saddle-node bifurcation, tangential bifurcation or fold bifurcation is a local bifurcation in which two fixed...

qualitatively and the dynamical system is said to have gone through a bifurcation. Bifurcation theory considers a structure in phase space (typically a fixed point...

In bifurcation theory, a field within mathematics, a transcritical bifurcation is a particular kind of local bifurcation, meaning that it is characterized...

Bass–Serre theory Bifurcation theory Braid theory Brill–Noether theory Catastrophe theory Category theory Chaos theory Character theory Choquet theory Class field...

specifically bifurcation theory, the Feigenbaum constants /ˈfaɪɡənˌbaʊm/ are two mathematical constants which both express ratios in a bifurcation diagram...

bifurcations called a Hopf bifurcation and an infinite period bifurcation.[citation needed] Biological applications of bifurcation theory Biophysics Biostatistics...

dealing with more complicated mathematical theories such as Bifurcation theory and Weakly nonlinear theory, numerically solving such problems becomes...

mathematical modelling. Center manifolds play an important role in bifurcation theory because interesting behavior takes place on the center manifold and...

of dynamical system topics Baker's map Biological applications of bifurcation theory Dynamical system (definition) Embodied Embedded Cognition Fibonacci...

with intrinsic directions at each point (1907). Elastica theory is an example of bifurcation theory. For most boundary conditions several solutions exist...

In bifurcation theory, a field within mathematics, a Bogdanov–Takens bifurcation is a well-studied example of a bifurcation with co-dimension two, meaning...