Gianluigi Manzo

collaborators

3 papers

math.FA2020

Preduals and double preduals of some Banach spaces

Luigi D'Onofrio, Gianluigi Manzo, Carlo Sbordone +1

In this paper we study ways to establish when a Banach space can be identified as the dual or the double dual of another Banach space. To obtain these results, we relate these spac…

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…

Preduals and double preduals of some Banach spaces

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 $R^{n}$