Homoclinic orbits and entropy for three-dimensional flows
نشر في C. A. Morales
بتاريخ 2015
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English
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الملخص بالإنكليزية
We prove that every $C^1$ three-dimensional flow with positive topological entropy can be $C^1$ approximated by flows with homoclinic orbits. This extends a previous result for $C^1$ surface diffeomorphisms cite{g}.