Tom Claeys

About Tom Claeys

Tom Claeys, With an exceptional h-index of 24 and a recent h-index of 18 (since 2020), a distinguished researcher at Université Catholique de Louvain,

His recent articles reflect a diverse array of research interests and contributions to the field:

Jánossy densities and Darboux transformations for the Stark and cylindrical KdV equations

On the integrable structure of deformed sine kernel determinants

Biorthogonal measures, polymer partition functions, and random matrices

Determinantal point processes conditioned on randomly incomplete configurations

Weak and strong confinement in the Freud random matrix ensemble and gap probabilities

Moments of moments of the characteristic polynomials of random orthogonal and symplectic matrices

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

Universality for random matrices with equi-spaced external source: a case study of a biorthogonal ensemble

Tom Claeys Information

University

Position

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Citations(all)

1404

Citations(since 2020)

728

Cited By

1040

hIndex(all)

24

hIndex(since 2020)

18

i10Index(all)

35

i10Index(since 2020)

29

Email

University Profile Page

Google Scholar

Top articles of Tom Claeys

Jánossy densities and Darboux transformations for the Stark and cylindrical KdV equations

Communications in Mathematical Physics

2024/5

Tom Claeys
Tom Claeys

H-Index: 16

Giulio Ruzza
Giulio Ruzza

H-Index: 3

On the integrable structure of deformed sine kernel determinants

Mathematical Physics, Analysis and Geometry

2024/3

Tom Claeys
Tom Claeys

H-Index: 16

Biorthogonal measures, polymer partition functions, and random matrices

arXiv preprint arXiv:2401.10130

2024/1/18

Mattia Cafasso
Mattia Cafasso

H-Index: 10

Tom Claeys
Tom Claeys

H-Index: 16

Determinantal point processes conditioned on randomly incomplete configurations

Annales de l'Institut Henri Poincare (B) Probabilites et statistiques

2023/11

Tom Claeys
Tom Claeys

H-Index: 16

Weak and strong confinement in the Freud random matrix ensemble and gap probabilities

Communications in Mathematical Physics

2023/8

Tom Claeys
Tom Claeys

H-Index: 16

Moments of moments of the characteristic polynomials of random orthogonal and symplectic matrices

Proceedings of the Royal Society A

2023/2/22

Tom Claeys
Tom Claeys

H-Index: 16

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

Journal of Functional Analysis

2022/10/15

Universality for random matrices with equi-spaced external source: a case study of a biorthogonal ensemble

Journal of Statistical Physics

2022/8

Tom Claeys
Tom Claeys

H-Index: 16

Dong Wang
Dong Wang

H-Index: 7

Asymptotics for averages over classical orthogonal ensembles

International Mathematics Research Notices

2022/5

A Riemann‐Hilbert Approach to the Lower Tail of the Kardar‐Parisi‐Zhang Equation

Communications on Pure and Applied Mathematics

2022/3

Mattia Cafasso
Mattia Cafasso

H-Index: 10

Tom Claeys
Tom Claeys

H-Index: 16

Airy kernel determinant solutions to the KdV equation and integro-differential Painlevé equations

Communications in Mathematical Physics

2021/9

How much can the eigenvalues of a random Hermitian matrix fluctuate?

Duke Mathematical Journal

2021/6/15

Global rigidity and exponential moments for soft and hard edge point processes

Probability and Mathematical Physics

2021/5/22

Christophe Charlier
Christophe Charlier

H-Index: 8

Tom Claeys
Tom Claeys

H-Index: 16

Fredholm determinant solutions of the Painlevé II hierarchy and gap probabilities of determinantal point processes

International Mathematics Research Notices

2021/2

Critical behavior of non-intersecting Brownian motions

Communications in Mathematical Physics

2020/9

Large gap asymptotics for Airy kernel determinants with discontinuities

Communications in Mathematical Physics

2020/4

Christophe Charlier
Christophe Charlier

H-Index: 8

Tom Claeys
Tom Claeys

H-Index: 16

See List of Professors in Tom Claeys University(Université Catholique de Louvain)