Functional analysis
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Functional analysis an introduction for physicists by N. Boccara

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Published by Academic Press in London .
Written in English

Book details:

Edition Notes

StatementNino Boccara.
The Physical Object
Paginationxiii,327p. :
Number of Pages327
ID Numbers
Open LibraryOL21119913M
ISBN 100121088103

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Jul 14,  · Rudin was the master. My understanding is that this is the third of his books and I certainly got that impression. It is written well but I wouldn't think it to be a good first book on functional analysis. Having said that, if one desires to master the subject, reading this book and working the problems therein will do exactly that/5(10). Dec 09,  · Compact book on functional analysis, but a lot more abstract than what I was expecting, so if you just want the introduction to the subject without much experience in advanced math, look elswhere! For example Introduction to functional analysis with applications by Kreyszig seems to be a Lot more relevant for physicists, with such a wide /5(18). Functional analysis is a branch of mathematical analysis, the core of which is formed by the study of vector spaces endowed with some kind of limit-related structure (e.g. inner product, norm, topology, etc.) and the linear functions defined on these spaces and respecting these structures in a suitable sense. Part of the Student Series in Advanced Mathematics, this text is written for graduate courses in functional analysis. Used in modern investigations in analysis and applied mathematics, it includes Kakutani's fixed point theorem, Lamonosov's invariant subspace theorem, and an ergodic theorem/5.

I can't think of a better place to begin learning functional analysis. The book is ideally suited for undergraduates or beginning graduates who have had one or two semesters of real analysis, linear algebra, and possibly topology. The author seemed extremely lucid with clear worked out by: References to various applications of functional analysis are also included throughout the book. A First Course in Functional Analysis is an ideal text for upper-undergraduate and graduate-level courses in pure and applied mathematics, statistics, and engineering. Apart from the classics already mentioned (Yosida, Brezis, Rudin), a good book of functional analysis that I think is suitable not only as a reference but also for self-study, is Fabian, Habala et al. Functional Analysis and Infinite-Dimensional Geometry. It has a lot of nice exercises, it's less abstract than the usual book and provides a lot. It clocks in at a modest pages, yet in a late undergraduate course in functional analysis we covered less than a third of that book (plus some notes on convexity) in a semester. As for Rudin's Real & Complex Analysis: it's a great book, but I don't know if I'd really call it a book on functional analysis.

The functional analysis is based on different types of topics. If you want to understand the topic properly then you should be focused on different types of things. All these things can be possible with the help of proper knowledge providing the source. In the upcoming details, I’m going to mention some best books on functional analysis. Functional Analysis: A Practitioner’s Guide to Implementation and Training provides practitioners with the most updated information about applying the wide span of current functional analysis (FA) methodologies geared specifically to applied service settings. The book serves as a self-instructional implementation to a broad-base of trainees and care-providers within schools, clinics, centers. Popular Functional Analysis Books 12+ [Hand Picked] Popular Books On Functional Analysis. Discover the list of some best books written on Functional Analysis by popular award winning authors. These book on topic Functional Analysis highly popular among the readers worldwide. Functional Analysis adopts a self-contained approach to Banach spaces and operator theory that covers the main topics, based upon the classical sequence and function spaces and their operators. It assumes only a minimum of knowledge in elementary linear algebra and real analysis; the latter is redone in the light of metric Springer International Publishing.