FOR MINIMAL SYSTEMS DOES LI-YORKE SENSITIVITY OCCUR EXACTLY FOR EXTENSIONS OF NONTRIVIAL WEAK MIXING SYSTEMS? ETHAN AKIN AND SERGIˇI KOLYADA There are, alas, a plethora of possible meanings for the word ”chaos” app - Ethan - Document - PDFSEARCH.IO

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	FOR MINIMAL SYSTEMS DOES LI-YORKE SENSITIVITY OCCUR EXACTLY FOR EXTENSIONS OF NONTRIVIAL WEAK MIXING SYSTEMS? ETHAN AKIN AND SERGIˇI KOLYADA There are, alas, a plethora of possible meanings for the word ”chaos” app Add to Reading List Document Date: 2007-02-09 14:03:00 Open Document File Size: 93,89 KB Share Result on Facebook City Kiev / New York City / / / Facility Institute of Mathematics / The City College / / IndustryTerm distal systems / minimal systems / nontrivial minimal systems / / Organization Ukrainian Academy of Sciences / City College / Mathematics Department / Institute of Mathematics / / Person ETHAN AKIN / / ProvinceOrState New York / / SocialTag Orbit Logarithm Structure Nature James A. Yorke Chaos theory Dynamical systems Mathematics

FOR MINIMAL SYSTEMS DOES LI-YORKE SENSITIVITY OCCUR EXACTLY FOR EXTENSIONS OF NONTRIVIAL WEAK MIXING SYSTEMS? ETHAN AKIN AND SERGIˇI KOLYADA There are, alas, a plethora of possible meanings for the word ”chaos” appAdd to Reading List