Roger Van Peski

activity

20142026

p

-adic random matrix products

19 citations · 19 across the 7 of their papers we have counts for

collaborators

Showing 2024Show all

2 papers · 1 filter

math.PR2024

Non-Archimedean GUE corners and Hecke modules

Jiahe Shen, Roger Van Peski

We compute the joint distribution of singular numbers for all principal corners of a $p$ -adic Hermitian (resp. alternating) matrix with additive Haar distribution, the non-archimed…

math.PR2024

The rank of a random triangular matrix over $F_{q}$

Roger Van Peski

We consider uniformly random strictly upper-triangular matrices in $Mat_{n} (F_{q})$ . For such a matrix $A_{n}$ , we show that $n-\operatorname{rank}(A_n) \approx \…

Non-Archimedean GUE corners and Hecke modules

The rank of a random triangular matrix over Fq​

The rank of a random triangular matrix over $F_{q}$