Nov 26, 2013 · This paper shows that for typical DFA this random walk induces an ergodic Markov chain. The notion of typical DFA is formalized by showing that ...
This paper shows that for typical DFA this random walk induces an ergodic Markov chain. The notion of typical DFA is formalized by showing that ergodicity holds ...
Existence, uniqueness and ergodicity for the centered Fleming–Viot process. Stochastic Processes and their Applications, Volume 166, 2023, Article 104219.
A random walk on a finite group is ergodic if and only if the support is not concentrated on a proper subgroup, nor on a coset of a proper normal subgroup.
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Apr 2, 2020 · A random walk on a finite group is ergodic if and only if the support is not concentrated on a proper subgroup, nor on a coset of a proper normal subgroup.
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Duration: 20:24
Posted: Oct 5, 2020
Posted: Oct 5, 2020
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Abstract. Deterministic finite automata (DFA) have long served as a fundamental computational model in the study of theoretical computer.
Jul 14, 2022 · Mean-sense ergodicity is typically defined only for processes that are stationary, at least in the wide sense. The process Sn isn't stationary, ...
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Abstract. We study N interacting random walks on the positive integers. Each particle has drift δ towards infinity, a reflection at.
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The results obtained also have consequences in the theory of multi-dimensional random walks, in which context ergodicity simply means that the particle does ...
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