I searched the literature on ergodic theory but could not find a
theorem stating that every system with positive KS-entropy is strongly
mixing or an example of a mixing system that does not have any positive
KS entropy. Of course, I know that every system with completely
positive KS-entropy is mixing, but what happens if the system just has
a positive KS-entropy but not a completely positive KS entropy? Does
anyone know more about the link between a positive KS-entropy and
mixing?
does positive K-S entropy imply mixing? ...theorem stating that every system with positive KS-entropy is strongly ...mixing or an example of a mixing system that does not have any positive ... a positive KS-entropy but not a completely positive KS entropy? ... (sci.math)
does positive K-S entropy imply mixing? ...theorem stating that every system with positive KS-entropy is strongly ...mixing or an example of a mixing system that does not have any positive ... a positive KS-entropy but not a completely positive KS entropy? ... (sci.physics)
does positive K-S entropy imply mixing? ...theorem stating that every system with positive KS-entropy is strongly ...mixing or an example of a mixing system that does not have any positive ... a positive KS-entropy but not a completely positive KS entropy? ... (sci.physics.research)
does positive K-S entropy imply mixing? ...theorem stating that every system with positive KS-entropy is strongly ...mixing or an example of a mixing system that does not have any positive ... a positive KS-entropy but not a completely positive KS entropy? ... (sci.math.research)