UID:
almahu_9949698019402882
Umfang:
1 online resource (477 p.)
ISBN:
1-281-76893-6
,
9786611768935
,
0-08-087447-9
Serie:
Pure and applied mathematics ; 128
Inhalt:
Ring theory V2
Anmerkung:
Description based upon print version of record.
,
Front Cover; Ring Theory, Volume II; Copyright Page; Contents; Introduction to Volume II; Table of Principal Notation for Volume II; Chapter 5. Homology and Cohomology; 5.0 Preliminaries about Diagrams; 5.1 Resolutions and Projective and Injective Dimension; 5.2 Homology, Cohomology, and Derived Functors; 5.3 Separable Algebras and Azumaya Algebras; Appendix to Chapter 5 : The Grothendieck Group, and Quillen's Theorem Revisited; Exercises; Chapter 6. Rings with Polynomial Identities and Affine Algebras; 6.1 Rings with Polynomial Identities; 6.2 Affine Algebras; 6.3 Affine PI-Algebras
,
6.4 Relatively Free PI-Rings and T-IdealsExercises; Chapter 7. Central Simple Algebras; 7.1 Structure of Central Simple Algebras; 7.2 The Brauer Group and the Merkurjev-Suslin Theorem; 7.3 Special Results; Appendix A: The Arithmetic Theory and the Brauer Group; Appendix B: The Merkurjev-Suslin Theorem and K-Theory; Appendix C: Generics; Exercises; Chapter 8. Rings from Representation Theory; 8.1 General Structure Theory of Group algebras; 8.2 Noetherian Group Rings; 8.3 Enveloping Algebras; 8.4 General Ring Theoretic Methods; Appendix to Chapter 8: Moody's Theorem; Exercises
,
Dimensions for Modules and RingsMajor Theorems and Counterexamples for Volume II; References; Bibliography of Books; Collections of Papers; Bibliography of Articles; Index of References According to Section; Cumulative Subject Index for Volumes I and II
,
English
Weitere Ausg.:
ISBN 0-12-599842-2
Sprache:
Englisch
