G. Ascione

activity

20172024

most citedFractional Ornstein-Uhlenbeck process with stochastic forcing and its applications

22 citations · 51 across the 20 of their papers we have counts for

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3 papers · 1 filter

math.FA2021

A spherical rearrangement proof of the stability of a Riesz-type inequality and an application to an isoperimetric type problem

Giacomo Ascione

We prove the stability of the ball as global minimizer of an attractive shape functional under volume constraint, by means of mass transportation arguments. The stability exponent…

math.FA2020

Atomic decomposition of finite signed measures on compacts of $R^{n}$

Francesca Angrisani, Giacomo Ascione, Gianluigi Manzo

Recently there has been interest in pairs of Banach spaces $(E_{0}, E)$ in an $o - O$ relation and with $E_{0}^{**} = E$ . It is known that this can be done for Lipschitz spaces on suitable…

math.FA2019

Duality and distance formulas in Lipschitz-Hölder spaces

Francesca Angrisani, Giacomo Ascione, Luigi D'Onofrio +1

For a compact metric space $(K, ρ)$ , the predual of $L i p (K, ρ)$ can be identified with the normed space $M (K)$ of finite (signed) Borel measures on $K$ equipped with the Kantorovic…

A spherical rearrangement proof of the stability of a Riesz-type inequality and an application to an isoperimetric type problem

Atomic decomposition of finite signed measures on compacts of Rn

Duality and distance formulas in Lipschitz-Hölder spaces

Atomic decomposition of finite signed measures on compacts of $R^{n}$