3 papers
math.FA2017
Cluster values for algebras of analytic functions
Daniel Carando, Daniel Galicer, Santiago Muro +1
The Cluster Value Theorem is known for being a weak version of the classical Corona Theorem. Given a Banach space , we study the Cluster Value Problem for the ball algebra $A_u(…
math.FA2017
On the linear polarization constants of finite dimensional spaces
Daniel Carando, Damián Pinasco, Jorge Tomás Rodríguez
We study the linear polarization constants of finite dimensional Banach spaces. We obtain the correct asymptotic behaviour of these constants for the spaces : they behave…
math.FA2015
An integral formula for multiple summing norms of operators
Daniel Carando, Verónica Dimant, Santiago Muro +1
We prove that the multiple summing norm of multilinear operators defined on some -dimensional real or complex vector spaces with the -norm may be written as an integral with…