Functional Analysis. Second Edition

Yosida, Kosaku

Published by Springer-Verlag, 1968
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463pp. In English. Yellow binding has a discoloration on front cover, otherwise book is clean and bright with no markings Hardcover. Bookseller Inventory #

Bibliographic Details

Title: Functional Analysis. Second Edition
Publisher: Springer-Verlag
Publication Date: 1968
Binding: Hardcover
Book Condition: VG+

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1.

B.Choudhary,Sudarsan Nanda
Published by New Age International (P) Limited (2015)
ISBN 10: 8122437818 ISBN 13: 9788122437812
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Book Description New Age International (P) Limited, 2015. Softcover. Book Condition: New. 2nd edition. This book is intended as a textbook for a course on Functional Analysis; but it is also intended to be useful for scientists and engineers. Some of the welcome features of the book are : proofs and motivation for the theory and applications; keeping in view the importance of the subject Operator theory and Fixed point theory with applications are given more attention than most other books; Banach algebras with spectral analysis are treated in great detail; there is also a detailed treatment of sequence spaces, variational inequalities and complementarity problems; best approximation and computational methods in normal linear spaces are also included; exercises of various levels of difficulty are given at the end of every chapter; a few illustrative examples are also worked out. Printed Pages: 356. Bookseller Inventory # 86275

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B.Choudhary,Sudarsan Nanda
Published by New Age International (P) Limited (2015)
ISBN 10: 8122437818 ISBN 13: 9788122437812
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Book Description New Age International (P) Limited, 2015. Softcover. Book Condition: New. 2nd edition. This book is intended as a textbook for a course on Functional Analysis; but it is also intended to be useful for scientists and engineers. Some of the welcome features of the book are : proofs and motivation for the theory and applications; keeping in view the importance of the subject Operator theory and Fixed point theory with applications are given more attention than most other books; Banach algebras with spectral analysis are treated in great detail; there is also a detailed treatment of sequence spaces, variational inequalities and complementarity problems; best approximation and computational methods in normal linear spaces are also included; exercises of various levels of difficulty are given at the end of every chapter; a few illustrative examples are also worked out. Printed Pages: 356. Bookseller Inventory # 86275

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V.K. Krishnan
Published by PHI Learning 0
ISBN 10: 8120348915 ISBN 13: 9788120348912
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Book Description PHI Learning 0. Softcover. Book Condition: New. 2nd edition. This unique, comprehensive and student-friendly book, now in its second edition, continues to hold the purpose of explaining and illustrating the use of the basic theorems in functional analysis through solved numerical problems. The text has been revised on the basis of the readers? feedback. The book now covers ample worked-out numerical problems related to the spectral properties of compact operators on Banach spaces as well as on Hilbert spaces. Inclusion of a few problems based on the square root of a positive operator also contributes to the major highlights of this edition. Such a practical approach will greatly facilitate students to have a thorough grasp of the subject. This stands in stark contrast to the method followed in most of the books where a great amount of theory is given with a smattering of problems to elucidate the topics discussed. Intended as a text for the students pursuing postgraduate courses in mathematics, this book with its systematic and precise presentation and provision of a large number of exercises should prove to be a trendsetter in its approach to the subject. This novelty of approach appeals the students in particular. Contents: Preface Notation 1. Normed Linear Spaces 2. Banach Spaces 3. Duality 4. Bounded Linear Maps 5. Hilbert Spaces 6. Operators on Hilbert Spaces 7. Spectral Theory in Hilbert Spaces References Index Printed Pages: 416. Bookseller Inventory # 76454

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V.K. Krishnan
Published by PHI Learning 0
ISBN 10: 8120348915 ISBN 13: 9788120348912
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Book Description PHI Learning 0. Softcover. Book Condition: New. 2nd edition. This unique, comprehensive and student-friendly book, now in its second edition, continues to hold the purpose of explaining and illustrating the use of the basic theorems in functional analysis through solved numerical problems. The text has been revised on the basis of the readersâ feedback. The book now covers ample worked-out numerical problems related to the spectral properties of compact operators on Banach spaces as well as on Hilbert spaces. Inclusion of a few problems based on the square root of a positive operator also contributes to the major highlights of this edition. Such a practical approach will greatly facilitate students to have a thorough grasp of the subject. This stands in stark contrast to the method followed in most of the books where a great amount of theory is given with a smattering of problems to elucidate the topics discussed. Intended as a text for the students pursuing postgraduate courses in mathematics, this book with its systematic and precise presentation and provision of a large number of exercises should prove to be a trendsetter in its approach to the subject. This novelty of approach appeals the students in particular. Contents: Preface Notation 1. Normed Linear Spaces 2. Banach Spaces 3. Duality 4. Bounded Linear Maps 5. Hilbert Spaces 6. Operators on Hilbert Spaces 7. Spectral Theory in Hilbert Spaces References Index Printed Pages: 416. Bookseller Inventory # 76454

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5.

Sidney Siggia
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Lawson Books
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Book Description 1954. Book Condition: very good. pub by John Wiley, 1954. No DJ. hardcover very good (technical catalog) Chemistry, analysis. Bookseller Inventory # 6451

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6.

Riesz, Frigyes, Sz. Nagy, Bela, Boron, Leo F.
Published by Frederick Ungar Pub Co (1955)
ISBN 10: 0804448213 ISBN 13: 9780804448215
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Zubal-Books
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Book Description Frederick Ungar Pub Co, 1955. Book Condition: Good. *Price HAS BEEN temporarily REDUCED by 10% until Monday, Aug. 21. Order now for best savings* 2nd edition; 468 pp., Hardcover, previous owner's name to front pastedown, wear to spine and cover edges else text clean & binding tight (lacks dust jacket). Bookseller Inventory # ZB1076394

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7.

Walter Rudin
Published by McGraw Hill Education (2016)
ISBN 10: 0070619883 ISBN 13: 9780070619883
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Book Description McGraw Hill Education, 2016. Softcover. Book Condition: New. 5th or later edition. OVERVIEW This classic text is written for graduate courses in functional analysis. This text is used in modern investigations in analysis and applied mathematics. This new edition includes up-to-date presentations of topics as well as more examples and exercises. New topics include Kakutani`s fixed point theorem, Lamonosov`s invariant subspace theorem, and an ergodic theorem. Table of contents PART I: GENERAL THEORY Chapter 1: Topological Vector Space Chapter 2: Completeness Chapter 3: Convexity Chapter 4: Duality in Banach Spaces Chapter 5: Some Applications PART II: DISTRIBUTIONS AND FOURIER TRANSFORMS Chapter 6: Test Functions and Distributions Chapter 7: Fourier Transforms Chapter 8: Applications to Differential Equations Chapter 9: Tauberian Theory PART III: BANACH ALGEBRAS AND SPECTRAL THEORY Chapter 10: Banach Algebras Chapter 11: Commutative Banach Algebras Chapter 12: Bounded Operators on a Hillbert Space Chapter 13: Unbounded Operators Appendix A: Compactness and Continuity Appendix B: Notes and Comments Bibliography List of Special Symbols Index Printed Pages: 448. Bookseller Inventory # 23720

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8.

Walter Rudin
Published by McGraw Hill Education (2016)
ISBN 10: 0070619883 ISBN 13: 9780070619883
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A - Z Books
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Book Description McGraw Hill Education, 2016. Softcover. Book Condition: New. 5th or later edition. OVERVIEW This classic text is written for graduate courses in functional analysis. This text is used in modern investigations in analysis and applied mathematics. This new edition includes up-to-date presentations of topics as well as more examples and exercises. New topics include Kakutani`s fixed point theorem, Lamonosov`s invariant subspace theorem, and an ergodic theorem. Table of contents PART I: GENERAL THEORY Chapter 1: Topological Vector Space Chapter 2: Completeness Chapter 3: Convexity Chapter 4: Duality in Banach Spaces Chapter 5: Some Applications PART II: DISTRIBUTIONS AND FOURIER TRANSFORMS Chapter 6: Test Functions and Distributions Chapter 7: Fourier Transforms Chapter 8: Applications to Differential Equations Chapter 9: Tauberian Theory PART III: BANACH ALGEBRAS AND SPECTRAL THEORY Chapter 10: Banach Algebras Chapter 11: Commutative Banach Algebras Chapter 12: Bounded Operators on a Hillbert Space Chapter 13: Unbounded Operators Appendix A: Compactness and Continuity Appendix B: Notes and Comments Bibliography List of Special Symbols Index Printed Pages: 448. Bookseller Inventory # 23720

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9.

Burquest, Donald A.
Published by Dallas The Summer Institute of Linguistics (1998)
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Book Description Dallas The Summer Institute of Linguistics, 1998. 8°, X, 314 Seiten. Orig.Karton. Minimal bestoßen. Bookseller Inventory # 8354

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10.

Lawrence C. Evans
Published by Orient BlackSwan/ Universities Press (2009)
ISBN 10: 0821848569 ISBN 13: 9780821848562
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Book Description Orient BlackSwan/ Universities Press, 2009. Softcover. Book Condition: New. 2nd edition. Functional analysis plays a crucial role in the applied sciences as well as in mathematics. It is a beautiful subject that can be motivated and studied for its own sake. In keeping with this basic philosophy, the author has made this introductory text accessible to a wide spectrum of students, including beginning-level graduates and advanced undergraduates. The exposition is inviting, following threads of ideas, describing each as fully as possible, before moving on to a new topic. Supporting material is introduced as appropriate, and only to the degree needed. Some topics are treated more than once, according to the different contexts in which they arise. The prerequisites are minimal, requiring little more than advanced calculus and no measure theory. The text focuses on normed vector spaces and their important examples, Banach spaces and Hilbert spaces. The author also includes topics not usually found in texts on the subject. This Second Edition incorporates many new developments while not overshadowing the book`s original flavor. Areas in the book that demonstrate its unique character have been strengthened. In particular, new material concerning Fredholm and semi-Fredholm operators is introduced, requiring minimal effort as the necessary machinery was already in place. Several new topics are presented, but relate to only those concepts and methods emanating from other parts of the book. These topics include perturbation classes, measures of noncompactness, strictly singular operators, and operator constants. Overall, the presentation has been refined, clarified, and simplified, and many new problems have been added. Printed Pages: 425. Bookseller Inventory # 20293

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