An up to date study of recent progress in vector bundle methods in the representation theory of elementary abelian groups.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
David J. Benson is currently the Sixth Century Professor of Mathematics at the University of Aberdeen. He has authored a number of books, including Representations and Cohomology (Cambridge, 1991) and Polynomial Invariants of Finite Groups (Cambridge, 1993).
Inhaltsangabe
Preface Introduction 1. Modular representations and elementary abelian groups 2. Cyclic groups of order p 3. Background from algebraic geometry 4. Jordan type 5. Modules of constant Jordan type 6. Vector bundles on projective space 7. Chern classes 8. Modules of constant Jordan type and vector bundles 9. Examples 10. Restrictions coming from Chern numbers 11. Orlov's correspondence 12. Phenomenology of modules over elementary abelian p-groups A. Modules for Z/p B. Problems References Index.
Preface Introduction 1. Modular representations and elementary abelian groups 2. Cyclic groups of order p 3. Background from algebraic geometry 4. Jordan type 5. Modules of constant Jordan type 6. Vector bundles on projective space 7. Chern classes 8. Modules of constant Jordan type and vector bundles 9. Examples 10. Restrictions coming from Chern numbers 11. Orlov's correspondence 12. Phenomenology of modules over elementary abelian p-groups A. Modules for Z/p B. Problems References Index.
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