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Now showing items 11-20 of 633
NONSTATIONARY MIXING AND THE UNIQUE ERGODICITY OF ADIC TRANSFORMATIONS
(WORLD SCIENTIFIC PUBL CO PTE LTD, 2009)
We define topological and measure-theoretic mixing for nonstationary dynamical systems and prove that for a nonstationary subshift of finite type, topological mixing implies the minimality of any adic transformation defined ...
Exponential Rates of Convergence in the Ergodic Theorem: A Constructive Approach
(SPRINGER, 2010)
We prove that, once an algorithm of perfect simulation for a stationary and ergodic random field F taking values in S(Zd), S a bounded subset of R(n), is provided, the speed of convergence in the mean ergodic theorem occurs ...
Ergodic properties of triangle partitions
(Springer Wien, 2009-07-01)
We study the ergodic properties of a map called the Triangle Sequence. We prove that the algorithm is weakly convergent almost surely, and ergodic. As far as we know, it is the first example of a 2-dimensional algorithm ...
Ergodic properties of triangle partitions
(Springer Wien, 2009-07-01)
We study the ergodic properties of a map called the Triangle Sequence. We prove that the algorithm is weakly convergent almost surely, and ergodic. As far as we know, it is the first example of a 2-dimensional algorithm ...
A Quantum Version of Spectral Decomposition Theorem of dynamical systems, quantum chaos hierarchy: Ergodic, mixing and exact
(Pergamon-Elsevier Science Ltd, 2015-01)
In this paper we study Spectral Decomposition Theorem (Lasota and Mackey, 1985) and translate it to quantum language by means of the Wigner transform. We obtain a Quantum Version of Spectral Decomposition Theorem (QSDT) ...
Ergodic properties of triangle partitions
(Springer Wien, 2014)