Geometric and Topological Aspects of the Representation Theory of Finite Groups

Table of Contents

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   Book Overview
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   Chapter 1 Restricting Homology to Hypersurfaces
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   Chapter 2 Thick Subcategories of the Relative Stable Category
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   Chapter 3 Nilpotent Elements in Hochschild Cohomology
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   Chapter 4 Rational Cohomology and Supports for Linear Algebraic Groups
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   Chapter 5 Anderson and Gorenstein Duality
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   Chapter 6 Understanding Finite Dimensional Representations Generically
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   Chapter 7 Descent of Equivalences and Character Bijections
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   Chapter 8 Length Categories of Infinite Height
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    Chapter 9 On Automorphisms and Focal Subgroups of Blocks
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    Chapter 10 Extensions of the Benson-Solomon Fusion Systems
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    Chapter 11 Examples of Descent up to Nilpotence
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    Chapter 12 Globally Irreducible Weyl Modules for Quantum Groups
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    Chapter 13 A Remark on the Construction of Centric Linking Systems
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    Chapter 14 Varieties of Elementary Subalgebras of Maximal Dimension for Modular Lie Algebras
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    Chapter 15 Varieties Related to the Problem of Lifting $$G_r$$ -Modules to G
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    Chapter 16 Complete Boolean Algebras are Bousfield Lattices
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    Chapter 17 Endotrivial Modules for Infinite Groups
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    Chapter 18 Cohomology of Algebraic Groups with Coefficients in Twisted Representations
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    Chapter 19 Bilinear Forms on Grothendieck Groups of Triangulated Categories
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    Chapter 20 Varieties for Modules of Finite Dimensional Hopf Algebras