Description
| Product ID: | 9780192849557 |
| Product Form: | Paperback / softback |
| Country of Manufacture: | GB |
| Series: | Oxford Graduate Texts in Mathematics |
| Title: | Introduction to Modern Analysis |
| Authors: | Author: Ami Viselter, Shmuel Kantorovitz |
| Page Count: | 592 |
| Subjects: | Algebra, Algebra, Functional analysis and transforms, Probability and statistics, Functional analysis & transforms, Probability & statistics |
| Description: | Aimed at advanced undergraduate and graduate students this textbook provides an introduction to the vast and crucial area of modern analysis. This new edition begins by covering the theoretical bases, gradually moving on to more advanced subjects and practical applications, supplementing the material with many exercises. This textbook provides an introduction to modern analysis aimed at advanced undergraduate and graduate-level students of mathematics. Professional academics will also find this to be a useful reference work. It covers measure theory, basic functional analysis, single operator theory, spectral theory of bounded and unbounded operators, semigroups of operators, and Banach algebras. Further, this new edition of the textbook also delves deeper into C*-algebras and their standard constructions, von Neumann algebras, probability and mathematical statistics, and partial differential equations. Most chapters contain relatively advanced topics alongside simpler ones, starting from the very basics of modern analysis and slowly advancing to more involved topics. The text is supplemented by many exercises, to allow readers to test their understanding and practical analysis skills. |
| Imprint Name: | Oxford University Press |
| Publisher Name: | Oxford University Press |
| Country of Publication: | GB |
| Publishing Date: | 2022-08-15 |
