activity
19982025
most citedProducts and Ratios of Characteristic Polynomials of Random Hermitian Matrices

112 citations · 564 across the 34 of their papers we have counts for

collaborators

35 papers

math.RT2025

Probability measures on families of partitions related to harmonic analysis on big wreath products

Eugene Strahov

We construct generalized regular representations of the wreath product of a compact group with the infinite symmetric group. The characters of these representations are determined…

math.PR2025

Last-passage percolation and product-matrix ensembles

Sergey Berezin, Eugene Strahov

We introduce and study a model of directed last-passage percolation in planar layered environment. This environment is represented by an array of random exponential clocks arranged…

math.RT2023

Generalized regular representations of big wreath products

Eugene Strahov

Let be a finite group with conjugacy classes, and be the infinite symmetric group, i.e. the group of finite permutations of . Then…

math.PR2022

Multiple Partition Structures and Harmonic Functions on Branching Graphs

Eugene Strahov

We introduce and study multiple partition structures which are sequences of probability measures on families of Young diagrams subjected to a consistency condition. The multiple pa…

math.PR2021★ 1 cited

Gap probability for products of random matrices in the critical regime

Sergey Berezin, Eugene Strahov

The singular values of a product of independent Ginibre matrices of size form a determinantal point process. Near the soft edge, as both and go to infinity…

math-ph2020★ 4 cited

Product Matrix Processes with Symplectic and Orthogonal Invariance via Symmetric Functions

Andrew Ahn, Eugene Strahov

We apply symmetric function theory to study random processes formed by singular values of products of truncations of Haar distributed symplectic and orthogonal matrices. These prod…