The horseshoe conditions[3] given by Jianyin Zhou is improved, then it is used to give asimpler proof of the conditions for generating horseshoe behavior produced by the equilibrum solutions of CNN Model.
SMALE established a famous horseshoe model,which shows that there exists a phe-nomenon of chaos in some self-homeomorphisms of discs on the plane although these homeo-morphisms are not very complex.A main conclusion o...SMALE established a famous horseshoe model,which shows that there exists a phe-nomenon of chaos in some self-homeomorphisms of discs on the plane although these homeo-morphisms are not very complex.A main conclusion on the Smale horseshoe is as follows.展开更多
文摘The horseshoe conditions[3] given by Jianyin Zhou is improved, then it is used to give asimpler proof of the conditions for generating horseshoe behavior produced by the equilibrum solutions of CNN Model.
文摘SMALE established a famous horseshoe model,which shows that there exists a phe-nomenon of chaos in some self-homeomorphisms of discs on the plane although these homeo-morphisms are not very complex.A main conclusion on the Smale horseshoe is as follows.
