Dissertation/Thesis Abstract

On the Borel Complexity of some classes of Banach spaces
by de Mendonca Braga, Bruno, Ph.D., Kent State University, 2013, 104; 3618917
Abstract (Summary)

In this dissertation I mainly study several classes of Banach spaces and I try to compute, of at least to obtain a lower/upper bound, to its Borel complexity. Also, using those results, we show some non-universality results for some of those classes of Banach spaces.

Indexing (document details)
Advisor: Diestel, Joe
School: Kent State University
Department: Mathematical Science
School Location: United States -- Ohio
Source: DAI-B 75/08(E), Dissertation Abstracts International
Subjects: Mathematics
Keywords: Banach spaces, Banach, stefan, Banach-saks property, Complete continuous property, Effros-borel structure, Local structure, Radon-nikodym property, Unconditional converging operators, Weak compact operators
Publication Number: 3618917
ISBN: 978-1-303-87472-7
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