Journal of Mahani Mathematical Research CenterJournal of Mahani Mathematical Research Center
http://jmmrc.uk.ac.ir/
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Feed provided by Journal of Mahani Mathematical Research Center. Click to visit.SOME ERGODIC PROPERTIES OF HYPER MV {ALGEBRA DYNAMICAL SYSTEMS
http://jmmrc.uk.ac.ir/article_1569_249.html
This paper provides a review on major ergodic features of semi-independent hyper MV {algebra dynamical systems. Theorems are presentedto make contribution to calculate the entropy. Particularly, it is proved that thetotal entropy of those semi-independent hyper MV {algebra dynamical systemsthat have a generator can be calculated with respect to their generator ratherthan considering all the partitions.Tue, 31 Jan 2017 20:30:00 +0100COUNTEREXAMPLES IN CHAOTIC GENERALIZED SHIFTS
http://jmmrc.uk.ac.ir/article_1570_249.html
‎In the following text for arbitrary $X$ with at least two elements‎, ‎nonempty countable set $Gamma$‎ ‎we make a comparative study on the collection of generalized shift dynamical systems like $(X^Gamma,sigma_varphi)$ where $varphi:GammatoGamma$ is an arbitrary self-map‎. ‎We pay attention to sub-systems and combinations of generalized shifts with counterexamples regarding Devaney‎, ‎exact Devaney‎, ‎Li-Yorke‎, ‎e-chaoticity and P-chaoticity‎.Tue, 31 Jan 2017 20:30:00 +0100