李理论与表示论

　　Shun-Jen Cheng and Weiqiang Wang: Dualities for Lie Superalgebras
　　 0 Introduction
　　 1 Lie superalgebra ABC
　　 2 Finite-dimensional modules of Lie superalgebras
　　 3 Schur-Sergeev duality
　　 4 Howe duality for Lie superalgebras of type
　　 5 Howe duality for Lie superalgebras of type
　　 6 Super duality
　　 References
　　Rolf Farnsteiner: Combinatorial and Geometric Aspects of the
　　 Representation Theory of Finite Group Schemes
　　 0 Introduction
　　 1 Finite group schemes
　　 2 Complexity and representation type
　　 3 Support varieties and support spaces
　　 4 Varieties of tori
　　 5 Quivers and path algebras
　　 6 Representation-finite and tame group schemes
　　 References
　　Daniel K. Nakano : Cohomology of Algebraic Groups, Finite Groups, and Lie Algebras: Interactions and Connections
　　 1 Overview
　　 2 Representation theory
　　 3 Homological algebra
　　 4 Relating support varieties
　　 5 Relating cohomology
　　 6 Computing cohomology for finite groups of Lie type
　　 References
　　Toshiyuki Tanisaki: D-modules and Representation Theory
　　 1 Motivation
　　 2 Basic concepts
　　 3 Derived category
　　 4 Coherent D-rnodules
　　 5 Regular holonomic D-modules
　　 6 Application to representation theory
　　 References