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20142023
most citedAsymptotics of Hankel determinants with a one-cut regular potential and Fisher-Hartwig singularities

40 citations · 223 across the 39 of their papers we have counts for

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Showing 2021 · math-phShow all

5 papers · 2 filters

math-ph2021★ 12 cited

Uniform tail asymptotics for Airy kernel determinant solutions to KdV and for the narrow wedge solution to KPZ

Christophe Charlier, Tom Claeys, Giulio Ruzza

We obtain uniform asymptotics for deformed Airy kernel determinants, which arise in models of finite temperature free fermions and which characterize the narrow wedge solution of t…

math-ph2021

Large gap asymptotics on annuli in the random normal matrix model

Christophe Charlier

We consider a two-dimensional determinantal point process arising in the random normal matrix model and which is a two-parameter generalization of the complex Ginibre point process…

math-ph2021

Asymptotics of determinants with a rotation-invariant weight and discontinuities along circles

Christophe Charlier

We study the moment generating function of the disk counting statistics of a two-dimensional determinantal point process which generalizes the complex Ginibre point process. This m…

math-ph2021

On the generating function of the Pearcey process

Christophe Charlier, Philippe Moreillon

The Pearcey process is a universal point process in random matrix theory. In this paper, we study the generating function of the Pearcey process on any number of intervals. We…

math-ph2021

Asymptotics of Muttalib-Borodin determinants with Fisher-Hartwig singularities

Christophe Charlier

Muttalib-Borodin determinants are generalizations of Hankel determinants and depend on a parameter . In this paper, we obtain large asymptotics for Muttalib-B…