Kohei Suzuki

activity

20242026

most citedThe Infinite Dyson Brownian Motion with

β = 2

Does Not Have a Spectral Gap

1 citations · 1 across the 8 of their papers we have counts for

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Showing 2025 · math.PRShow all

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math.PR2025

Infinite Interacting Brownian Motions and EVI Gradient Flows

Kohei Suzuki

We give a sufficient condition under which the time-marginal law of $μ$ -reversible infinite interacting Brownian motions is characterised as the steepest gradient descent of the re…

math.PR2025

A phase transition in the Bakry-Émery gradient estimate for Dyson Brownian motion

Kohei Suzuki, Kenshiro Tashiro

In this paper, we find a gap between the lower bound of the Bakry-Émery $N$ -Ricci tensor $Ric_{N}$ and the Bakry-Émery gradient estimate $BE$ in the space associated with…