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- Chaotic_hysteresis abstract "A nonlinear dynamical system exhibits chaotic hysteresis if it simultaneously exhibits chaotic dynamics (chaos theory) and hysteresis. As the latter involves the persistence of a state, such as magnetization, after the causal or exogenous force or factor is removed, it involves multiple equilibria for given sets of control conditions. Such systems generally exhibit sudden jumps from one equilibrium state to another (sometimes amenable to analysis using catastrophe theory). If chaotic dynamics appear either prior to or just after such jumps, or are persistent throughout each of the various equilibrium states, then the system is said to exhibit chaotic hysteresis. Chaotic dynamics are irregular and bounded and subject to sensitive dependence on initial conditions.".
- Chaotic_hysteresis wikiPageExternalLink x76777476785m48..
- Chaotic_hysteresis wikiPageID "15190840".
- Chaotic_hysteresis wikiPageLength "5287".
- Chaotic_hysteresis wikiPageOutDegree "10".
- Chaotic_hysteresis wikiPageRevisionID "597475438".
- Chaotic_hysteresis wikiPageWikiLink Artificial_neural_network.
- Chaotic_hysteresis wikiPageWikiLink Catastrophe_theory.
- Chaotic_hysteresis wikiPageWikiLink Category:Bifurcation_theory.
- Chaotic_hysteresis wikiPageWikiLink Category:Chaos_theory.
- Chaotic_hysteresis wikiPageWikiLink Chaos_theory.
- Chaotic_hysteresis wikiPageWikiLink Dynamical_system.
- Chaotic_hysteresis wikiPageWikiLink Hysteresis.
- Chaotic_hysteresis wikiPageWikiLink J._Barkley_Rosser,_Jr..
- Chaotic_hysteresis wikiPageWikiLink Otto_Rössler.
- Chaotic_hysteresis wikiPageWikiLink Ralph_Abraham.
- Chaotic_hysteresis wikiPageWikiLinkText "chaotic hysteresis".
- Chaotic_hysteresis subject Category:Bifurcation_theory.
- Chaotic_hysteresis subject Category:Chaos_theory.
- Chaotic_hysteresis type Physic.
- Chaotic_hysteresis comment "A nonlinear dynamical system exhibits chaotic hysteresis if it simultaneously exhibits chaotic dynamics (chaos theory) and hysteresis. As the latter involves the persistence of a state, such as magnetization, after the causal or exogenous force or factor is removed, it involves multiple equilibria for given sets of control conditions. Such systems generally exhibit sudden jumps from one equilibrium state to another (sometimes amenable to analysis using catastrophe theory).".
- Chaotic_hysteresis label "Chaotic hysteresis".
- Chaotic_hysteresis sameAs Q5072841.
- Chaotic_hysteresis sameAs m.03hldl8.
- Chaotic_hysteresis sameAs Q5072841.
- Chaotic_hysteresis wasDerivedFrom Chaotic_hysteresis?oldid=597475438.
- Chaotic_hysteresis isPrimaryTopicOf Chaotic_hysteresis.