activity
20152026
most citedLimit Profiles for Reversible Markov Chains

15 citations · 29 across the 22 of their papers we have counts for

collaborators

28 papers

math.PR2026

Hitting-time mixing for the star transposition shuffle

Vanshika Jain, Evita Nestoridi

We prove a hitting-time analogue of cutoff for the star transposition shuffle on the symmetric group S_n. Let tau be the first time at which every non-top card has been selected. W…

math.PR2026

Limit Profiles for Separation Distance

Peter E. Francis, Evita Nestoridi

This paper studies limit profiles for the separation distance. A limit profile records the limiting shape of the distance to stationarity inside the cutoff window, at times of the…

math.CO2025

Shuffling via sums of Jucys--Murphy Elements

Samira Arfaee, Evita Nestoridi

We consider a family of card shuffles of cards in which the allowed moves involve transpositions corresponding to the Jucys--Murphy elements of the symmetric group $\{S_m\}_{m…

math.PR2025

Continuity for Limit Profiles of Reversible Markov Chains

Evita Nestoridi

We prove that the limit profile of a sequence of reversible Markov chains exhibiting total variation cutoff is a continuous function, under a computable condition involving the spe…

math.PR2024

Cutoff for the Biased Random Transposition Shuffle

Evita Nestoridi, Alan Yan

In this paper, we study the biased random transposition shuffle, a natural generalization of the classical random transposition shuffle studied by Diaconis and Shahshahani. We diag…

math.PR2023

Permutations from Random Walk

Peter E. Francis, Evita Nestoridi, Peter Winkler

Xavier and Yushi run a "random race" as follows. An atomless probability distribution on the real line is chosen. The runners begin at zero. At time Xavier draws $\mathbf{X…