Alonso Delfín

most citedMultiplier algebras of

L^{p}

-operator algebras

4 citations · 4 across the 2 of their papers we have counts for

collaborators

2 papers

math.FA2025

C*-like modules and matrix $p$ -operator norms

Alessandra Calin, Ian Cartwright, Luke Coffman +5

We present a generalization of Hölder duality to algebra-valued pairings via $L^{p}$ -modules. Hölder duality states that if $p \in (1, \infty)$ and $p^{'}$ are conjugate exponen…

math.FA2024★ 4 cited

Multiplier algebras of $L^{p}$ -operator algebras

Andrey Blinov, Alonso Delfín, Ellen Weld

It is known that the multiplier algebra of an approximately unital and nondegenerate $L^{p}$ -operator algebra is again an $L^{p}$ -operator algebra. In this paper we investigate example…

C*-like modules and matrix p-operator norms

Multiplier algebras of Lp-operator algebras

C*-like modules and matrix $p$ -operator norms

Multiplier algebras of $L^{p}$ -operator algebras