Capacity of the Range of a Random Walk in Four dimensions – Mohamed-Amine Asselah

Mohamed-Amine Asselah
LAMA, Université Paris-Est Créteil

Date(s) : 03/03/2017   iCal
11 h 00 min - 12 h 00 min

We study the scaling limit of the capacity of the range of a simple random walk in Euclidean space in the critical four dimension.
We establish a strong law of large number, a central limit theorem, with a non gaussian limit.
We’ll also discuss, if time permits, some large deviation behaviour.

Joint work with Bruno Schapira and Perla Sousi.


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