Descriptive topology and functional analysis, with extensive
material demonstrating new connections between them, are the
subject of the first section of this work. Applications to spaces
of continuous functions, topological Abelian groups, linear
topological equivalence and to the separable quotient problem are
included and are presented as open problems. The second section is
devoted to Banach spaces, Banach algebras and operator theory. Each
chapter presents a lot of worthwhile and important recent theorems
with an abstract discussing the material in the chapter. Each
chapter can almost be seen as a survey covering a particular area.
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