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・ Heterochorista signata
・ Heterochorista spinosa
・ Heterochorista trivialis
・ Heterochroma
・ Heterochroma insignis
・ Heterochromatin
・ Heterochromatin protein 1
・ Heterochromia iridum
・ Heterochromis multidens
・ Heterochrony
・ Heterochrosis
・ Heterochrosis molybdophora
・ Heterochrosis oligochrodes
・ Heterocithara
・ Heteroclinic bifurcation
Heteroclinic cycle
・ Heteroclinic network
・ Heteroclinic orbit
・ Heteroclinus
・ Heteroclinus adelaidae
・ Heteroclinus antinectes
・ Heteroclinus eckloniae
・ Heteroclinus equiradiatus
・ Heteroclinus fasciatus
・ Heteroclinus flavescens
・ Heteroclinus heptaeolus
・ Heteroclinus johnstoni
・ Heteroclinus kuiteri
・ Heteroclinus macrophthalmus
・ Heteroclinus marmoratus


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Heteroclinic cycle : ウィキペディア英語版
Heteroclinic cycle
In mathematics, a heteroclinic cycle is an invariant set in the phase space of a dynamical system. It is a topological circle of equilibrium points and connecting heteroclinic orbits. If a heteroclinic cycle is asymptotically stable, approaching trajectories spend longer and longer periods of time in a neighbourhood of successive equilibria.
==Robust heteroclinic cycles==

A robust heteroclinic cycle is one which persists under small changes in the underlying dynamical system. Robust cycles often arise in the presence of symmetry or other constraints which force the existence of invariant hyperplanes. A prototypical example of a robust heteroclinic cycle is the Guckenheimer–Holmes cycle.

抄文引用元・出典: フリー百科事典『 ウィキペディア(Wikipedia)
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