دانلود کتاب The Invariant Theory of Matrices

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Cover
Title page
Table of Contents
protect oindent Introduction and preliminaries
1. Sectionformat {Introduction}{1}
2. Sectionformat {Preliminaries}{1}
Part I . protect enspace protect oindent The classical theory
3. Sectionformat {Representation theory}{1}
4. Sectionformat {Algebras with trace}{1}
Part II . protect enspace protect oindent Quasi-hereditary algebras
5. Sectionformat {Modules}{1}
6. Sectionformat {Good filtrations and quasi-hereditary algebras}{1}
Part III . protect enspace protect oindent The Schur algebra
7. Sectionformat {The Schur algebra}{1}
8. Sectionformat {Double tableaux}{1}
9. Sectionformat {Modules for the Schur algebra}{1}
10. Sectionformat {Rational $GL(m)$-modules}{1}
11. Sectionformat {Tensor products}{1}
Part IV . protect enspace protect oindent Matrix functions and invariants
12. Sectionformat {A reduction for invariants of several matrices }{1}
13. Sectionformat {Polarization and specialization}{1}
14. Sectionformat {Exterior products}{1}
15. Sectionformat {Matrix functions and invariants}{1}
Part V . protect enspace protect oindent Relations
16. Sectionformat {Relations}{1}
17. Sectionformat {Describing $K_m$}{1}
18. Sectionformat {$K_m$ versus $ ilde K_m$}{1}
Part VI . protect enspace protect oindent The Schur algebra of~a~free~algebra
19. Sectionformat {Preliminary facts}{1}
20. Sectionformat {The Schur algebra of the free algebra}{1}
Bibliography
General Index
Symbol Index
Back Cover