1 citations · 1 across the 2 of their papers we have counts for
3 papers
math.PR2025★ 1 cited
A new cutoff criterion for non-negatively curved chains
Francesco Pedrotti, Justin Salez
The cutoff phenomenon was recently shown to systematically follow from non-negative curvature and the product condition, for all Markov diffusions. The proof crucially relied on a…
math.PR2024
Concentration of information on discrete groups
Jonathan Hermon, Xiangying Huang, Francesco Pedrotti +1
Motivated by the Asymptotic Equipartition Property and its recently discovered role in the cutoff phenomenon, we initiate the systematic study of varentropy on discrete groups. Our…
math.AP2024
Heat flow, log-concavity, and Lipschitz transport maps
Giovanni Brigati, Francesco Pedrotti
In this paper we derive estimates for the Hessian of the logarithm (log-Hessian) for solutions to the heat equation. For initial data in the form of log-Lipschitz perturbation of s…