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Commutative Normed Rings by I. Gelfand, D. Raikov, G. Shilov is a nonfiction available to read on EtoBox.
What is Commutative Normed Rings about?
Title page Preface PART ONE I. THE GENERAL THEORY OF COMMUTATIVE NORMED RINGS 1. The Concept of a Normed Ring 2. Maximal Ideals 3. Abstract Analytic Functions 4. Functions on Maximal Ideals. The Radical of a Ring 5. The Space of Maximal Ideals 6. Analytic Functions of an Element of a Ring 7. The Ring ^R of Functions x(M) 8. Rings with an Involution II. THE GENERAL THEORY OF COMMUTATIVE NORMED RINGS (cont'd) 9. The Connection between Algebraic and Topological Isomorphisms 10. Generalized Divisors of Zero 11. The Boundary of the Space of Maximal Ideals 12. Extension of Maximal Ideals 13. Locally Analytic Operations on Certain Elements of a Ring 14. Decomposition of a Normed Ring into a Direct Sum of Ideals 15. The Normed Space Adjoint to a Normed Ring PART TWO III. THE RING OF ABSOLUTELY INTEGRABLE FUNCTIONS AND THEIR DISCRETE ANALOGUES 16. The Ring V of Absolutely Integrable Functions on the Line 17. Maximal Ideals of the Rings V and V_+ 18. The Ring of Absolutely Integrable Functions With a Weight 19. Discrete Analogues to the Rings of Absolute1y Integrable Functions IV. HARMONIC ANALYSIS ON COMMUTATIVE LOCALLY COMPACT GROUPS 20. The Group Ring of a Commutative Locally Compact Grou
Who reads Commutative Normed Rings?
It is typically read by self-directed learners exploring a subject in depth.
Common subject areas: history, science, philosophy, social sciences.
- Author
- I. Gelfand, D. Raikov, G. Shilov
- Publisher
- Chelsea
- Published
- 1964
- Language
- EN
- Category
- nonfiction
- Subjects
- Mathematics, Stem