Maximum occupation time of a transient excited random walk on Z

Mathematics – Probability

Scientific paper

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Scientific paper

We consider a transient excited random walk on $Z$ and study the asymptotic
behavior of the occupation time of a currently most visited site. In
particular, our results imply that, in contrast to the random walks in random
environment, a transient excited random walk does not spend an asymptotically
positive fraction of time at its favorite (most visited up to a date) sites.

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