Descriptive topology and practical research, with large fabric demonstrating new connections among them, are the topic of the 1st portion of this paintings. functions to areas of continuing capabilities, topological Abelian teams, linear topological equivalence and to the separable quotient challenge are integrated and are awarded as open difficulties. the second one part is dedicated to Banach areas, Banach algebras and operator thought. every one bankruptcy offers loads of useful and significant contemporary theorems with an summary discussing the fabric within the bankruptcy. every one bankruptcy can virtually be noticeable as a survey overlaying a specific region.
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