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Maxima of logarithmically correlated fields

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Random Geometry

Co-authors: Jian Ding (University of Chicago), Rishideep Roy (University of Chicago)

I will describe sufficient conditions that ensure the convergence in distribution of the centered maximum for logarithmically correlated Gaussian fields. This class includes the GFF , MBRW, and the circular logarithmic REM . No assumption is made on a Markov property of the fields.

This talk is part of the Isaac Newton Institute Seminar Series series.

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