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20012023
most citedAsymptotic expansion of beta matrix models in the one-cut regime

177 citations · 872 across the 49 of their papers we have counts for

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math.PR2023★ 10 cited

Estimating rank-one matrices with mismatched prior and noise: universality and large deviations

Alice Guionnet, Justin Ko, Florent Krzakala +1

We prove a universality result that reduces the free energy of rank-one matrix estimation problems in the setting of mismatched prior and noise to the computation of the free energ…

math.PR2023★ 3 cited

Full large deviation principles for the largest eigenvalue of sub-Gaussian Wigner matrices

Nicholas A. Cook, Raphael Ducatez, Alice Guionnet

We establish precise upper-tail asymptotics and large deviation principles for the rightmost eigenvalue of Wigner matrices with sub-Gaussian entries. In contrast to the case…

math.PR2022

Matrix models at low temperature

Alice Guionnet, Édouard Maurel-Segala

In this article we investigate the behavior of multi-matrix unitary invariant models under a potential when the inverse temperature becomes very large. We first prov…

math.PR2022★ 2 cited

Low-rank Matrix Estimation with Inhomogeneous Noise

Alice Guionnet, Justin Ko, Florent Krzakala +1

We study low-rank matrix estimation for a generic inhomogeneous output channel through which the matrix is observed. This generalizes the commonly considered spiked matrix model wi…

math.PR2021

Bernoulli Random Matrices

Alice Guionnet

Random Matrix theory has become a field on its own with a breadth of new results, techniques, and ideas in the last thirty years. In these proceedings of the 8ECM 2021, I illustrat…

math.PR2021★ 5 cited

Large Deviations Asymptotics of Rectangular Spherical Integral

Alice Guionnet, Jiaoyang Huang

In this article we study the Dyson Bessel process, which describes the evolution of singular values of rectangular matrix Brownian motions, and prove a large deviation principle fo…