Algebra - Representation Theory

Preface; K.W. Roggenkamp, M. Stefanescu. Tilting modules for algebraic and quantum groups; H.H. Anderson. Connections between group representations and cohomology; J.F. Carlson. Invariant theory of algebra representations; M. Domokos. Representation Theory of Orders; O. Iyama. On some problems in PI-theory in characteristic p; A. Kemer. Blocks of category O, double centralizer properties, and Enright's completions; S. Koenig. The Gelfand-Kirillov dimensions of Algebras arising from Representation Theory; Z. Lin. The normalizer of a finite group in its integral group ring and Cech cohomology; Z.S. Marciniak, K.W. Roggenkamp. Representation Theory of Semisimple Hopf Algebras; S. Montgomery. Semigroup cohomology and applications; B.V. Novikov. In Search For Noetherian Algebras; J. Okninski. Cohen-Macaulay representation; D. Popescu. Hereditary abelian categories and almost split sequences; I. Reiten. The abelian defect group conjecture: some recent progress; J. Rickard. 2-dimensional Orders and integral Hecke orders; K.W. Roggenkamp. Invertible ideals and non-commutative generalizations of regular rings; W. Rump. Langlands' philosophy and Koszul duality; W. Soergel. Noncommutative projective geometry; J.T. Stafford. Braid groups as self-equivalences of derived categories; A. Zimmermann. Modules with good filtration and invariant theory; A.N. Zubkov.