Titlebook: Real and Functional Analysis; A. Mukherjea,K. Pothoven Book 1978 Springer Science+Business Media New York 1978 Hilbert space.calculus.diff

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Book 1978 It is designed to serve as a text for first-year graduate students who are already familiar with some analysis as given in a book similar to Apostol‘s Mathematical Analysis. t This book treats in sufficient detail most relevant topics in the area of real and functional analysis that can be included

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Hilbert Spaces, in a particular manner. We shall give a characterization in terms of the norm of those Banach spaces that are actually Hilbert spaces. This well-known result (Proposition 6.2) is due to Jordan and von Neumann.

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Measure and Topology,, measures with pertinent properties will be studied on .-rings and .-algebras generated by the compact subsets of ., the closed subsets of ., the compact . . subsets of ., or others. For the most part, . will be taken as a locally compact topological space.

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