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On the large genus asymptotics of psi-class intersection numbers (2110.06774v3)
Published 13 Oct 2021 in math.AG, math-ph, and math.MP
Abstract: Based on an explicit formula of the generating series for the $n$-point psi-class intersection numbers (cf. Bertola et. al. [4]), we give a novel proof of a conjecture of Delecroix et. al. [9] regarding the large genus uniform leading asymptotics of the psi-class intersection numbers. We also investigate polynomiality phenomenon in the large genera.
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