A large deviations principle for the polar empirical measure in the two-dimensional symmetric simple exclusion process

Published 4 Apr 2017 in math.PR | (1704.00971v2)

Abstract: We prove an energy estimate for the polar empirical measure of the two-dimensional symmetric simple exclusion process. We deduce from this estimate and from results in reference [2] large deviations principles for the polar empirical measure and for the occupation time of the origin.

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