The paper finds an explicit formula, involving an integral of a Painlevé I Hamiltonian, for the previously unknown multiplicative constant in the large gap asymptotics of higher-order Tracy-Widom distributions.
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The multiplicative constant in asymptotics of higher-order analogues of the Tracy-Widom distribution
The paper finds an explicit formula, involving an integral of a Painlevé I Hamiltonian, for the previously unknown multiplicative constant in the large gap asymptotics of higher-order Tracy-Widom distributions.