Gap probabilities in the bulk of the Airy process

Blackstone, Elliot;Charlier, Christophe;Lenells, Jonatan
(2022) Random Matrices: Theory and Applications — Vol. 11, n° 02, p. 30 (2022)

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(en) We consider the probability that no points lie on g large intervals in the bulk of the Airy point process. We make a conjecture for all the terms in the asymptotics up to and including the oscillations of order 1, and we prove this conjecture for g = 1.
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Blackstone, E., Charlier, C., & Lenells, J. (2022). Gap probabilities in the bulk of the Airy process. Random Matrices: Theory and Applications, 11(02), 30. https://doi.org/10.1142/s2010326322500228 (Original work published 2022)