Jan 3, 2015 · We define stationarity (of probability measures) and almost-invariance (of sets and functions) by considering all the Markov kernels comprising.
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Jun 23, 2022 · We discuss the quantitative ergodicity of quantum Markov semigroups in terms of the trace distance from the stationary state, providing a ...
Let (X,ρ) be a Polish space. Let B(X) be the space of all. Borel subsets of X and let Bb(X) (resp. Cb(X)) be the. Banach space of all bounded, ...
In probability theory and ergodic theory, a Markov operator is an operator on a certain function space that conserves the mass If the underlying measurable ...
Ergodic quantum Markov semigroups and decoherence. 295. (the algebra M on which the semigroup acts is finite-dimensional, or the detailed balance property) ...
We investigate ergodic properties of Markov semigroups in von Neumann algebras with the help of the notion of constrictor, which expresses the idea of ...
Jan 27, 2024 · Abstract. We discuss the quantitative ergodicity of quantum Markov semigroups in terms of the trace distance from the stationary state, ...
May 9, 2017 · Abstract:In this paper, we study the ergodicity of invariant sublinear expectation of sublinear Markovian semigroup.
Abstract. We study the set of ergodic measures for a Markov semigroup on a Polish state space. The principal assumption on this semigroup is the e-property, ...
Statistical ergodic theorems for Markov semigroups in space with mixed norm. In this section we will prove statistical ergodic theorems for Markov semigroups.