Brownian occupation measures conditioned on large self- or mutual-intersections converge weakly to the square of a Gagliardo-Nirenberg optimizer via new large deviation principles.
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Asymptotics of Brownian occupation measures with unusually large intersections
Brownian occupation measures conditioned on large self- or mutual-intersections converge weakly to the square of a Gagliardo-Nirenberg optimizer via new large deviation principles.