5 citations · 6 across the 9 of their papers we have counts for
15 papers · 1 filter
-weakly precompact sets in Banach spaces
José Rodríguez
A bounded subset of a Banach space is said to be -weakly precompact, for a given , if every sequence in admits…
A Godefroy-Kalton principle for free Banach lattices
Antonio Avilés, Gonzalo Martínez-Cervantes, José Rodríguez +1
Motivated by the Lipschitz-lifting property of Banach spaces introduced by Godefroy and Kalton, we consider the lattice-lifting property, which is an analogous notion within the ca…
Isometric factorization of vector measures and applications to spaces of integrable functions
Olav Nygaard, José Rodríguez
Let be a Banach space, be a -algebra, and be a (countably additive) vector measure. It is a well known consequence of the Davis-Figiel-Johnson-Pelczýnski fact…
Almost everywhere convergent sequences of weak-to-norm continuous operators
José Rodríguez
Let and be Banach spaces, and be an operator. We prove that if is Asplund and has the approximation property, then for each Radon probability on $(…
On the range of a vector measure
José Rodríguez
Let be a finite measure space, be a Banach space and be a countably additive -continuous vector measure. Let be a norm-closed subspa…
Cesàro convergent sequences in the Mackey topology
José Rodríguez
A Banach space is said to have property () if every weak-null sequence in admits a subsequence such that all of its subsequences are Cesàro convergent to wit…