Mattia Vedovato

activity

20192025

most citedA Talenti-type comparison theorem for

RCD (K, N)

spaces and applications

10 citations · 10 across the 3 of their papers we have counts for

collaborators

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2 papers · 1 filter

math.AP2020★ 10 cited

A Talenti-type comparison theorem for $RCD (K, N)$ spaces and applications

Andrea Mondino, Mattia Vedovato

We prove pointwise and $L^{p}$ -gradient comparison results for solutions to elliptic Dirichlet problems defined on open subsets of a (possibly non-smooth) space with positive Ricci…

math.AP2019

Quantitative regularity for $p$ -minimizing maps through a Reifenberg Theorem

Mattia Vedovato

In this article we extend to generic $p$ -energy minimizing maps between Riemannian manifolds a regularity result which is known to hold in the case $p = 2$ . We first show that the se…

A Talenti-type comparison theorem for RCD(K,N) spaces and applications

Quantitative regularity for p-minimizing maps through a Reifenberg Theorem

A Talenti-type comparison theorem for $RCD (K, N)$ spaces and applications

Quantitative regularity for $p$ -minimizing maps through a Reifenberg Theorem