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 - Document Search Engine

<--- Back to Details

First Page		Document Content
Date: 2007-02-09 14:03:00 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” app Add to Reading List Source URL: www.math.iupui.edu Download Document from Source Website File Size: 93,89 KB Share Document on Facebook

Similar Documents

	BULLETIN(New Series)OF THE AMERICAN MATHEMATICALSOCIETY Volume 28, Number 2, April 1993 PREVALENCE: AN ADDENDUM BRIAN R. HUNT, TIM SAUER, AND JAMES A. YORKE DocID: I8ir - View Document
	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 DocID: 8Izd - View Document
	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 DocID: 6t0z - View Document