p-adic Banach space operators and adelic Banach space operators

Given a Banach space X, in [1] the authors introduce a large class of Banach or quasi-Banach spaces formed by X-valued sequences, called invariant sequences spaces, which

Uniform classification of classical Banach spaces.. B¨

We define an ergodic Banach space X as a space such that E 0 Borel reduces to isomorphism on the set of subspaces of X, and show that every Banach space is either ergodic or contains

Isomorphism of Banach spaces, Complexity of analytic equivalence relations, Minimal Banach spaces, Spreading models..

In the context of Banach spaces, an analogue of Paroviˇ cenko’s theorem has been established by Kubi´ s [11]: Under CH, there exists a unique Banach space X of density c with

We use this concept to address the recent conjecture that the Gurarij space and the spaces L p , p R 2 N ` 4 are the only separable Approximately Ultrahomogeneous Banach spaces

We prove a local version of Gowers’ Ramsey-type theorem [21], as well as lo- cal versions both of the Banach space first dichotomy (the “unconditional/HI”.. dichotomy) of Gowers

No acompanhamento a longo prazo do tratamento cirúrgico da obesidade, algumas complicações podem aparecer, como vômitos prolongados, Síndrome de Dumping e