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math.DG2021
Indeterminacy estimates, eigenfunctions and lower bounds on Wasserstein distances
Nicolò De Ponti, Sara Farinelli
In the paper we prove two inequalities in the setting of spaces using similar techniques. The first one is an indeterminacy estimate involving the -Wassers…
math.DG2017
Concentration on submanifolds of positively curved homogeneous spaces
Nicolò De Ponti
A classical result of Milman roughly states that every Lipschitz function on is almost constant on a sufficiently high-dimensional sphere $\mathbb{S}^m\subset \mathb…