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20122026
most citedLimit theorems for multivariate Bessel processes in the freezing regime

18 citations · 28 across the 8 of their papers we have counts for

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math.PR2026

A central limit theorem for Bessel and Dunkl processes with drift

Michael Voit

For some discrete parameters, multivariate (Dunkl-)Bessel processes on Weyl chambers are projections of Brownian motions on Euclidean spaces ; the most prominent examples ar…

math.PR2025

Bessel and Dunkl processes with drift

Michael Voit

For certain discrete multiplicity parameters , multivariate (Dunkl-)Bessel processes on Weyl chambers associated with root systems appear as projections of Brownian moti…

math.PR2025

An estimate for -Hermite ensembles via the zeros of Hermite polynomials

Michael Voit

Let be an -dimensional random vector which describes the ordered eigenvalues of a -Hermite ensemble, and let the vector containing the ordered zeros of the Hermite po…

math.PR2025

On the extremal eigenvalues of Jacobi ensembles at zero temperature

Kilian Hermann, Michael Voit

For the -Hermite, Laguerre, and Jacobi ensembles of dimension there exist central limit theorems for the freezing case such that the associated means and covari…

math.PR2018

Central limit theorems for multivariate Bessel processes in the freezing regime

Michael Voit

Multivariate Bessel processes are classified via associated root systems and positive multiplicity constants. They describe the dynamics of interacting particle systems of Calogero…

math.PR2018★ 18 cited

Limit theorems for multivariate Bessel processes in the freezing regime

Sergio Andraus, Michael Voit

Multivariate Bessel processes describe the stochastic dynamics of interacting particle systems of Calogero-Moser-Sutherland type and are related with -Hermite and Laguerre ensem…