Representation Theory II

Representation Theory II Proceedings of the Second International Conference on Representations of Algebras Ottawa, Carleton University, August 13 – 25, 1979 / [electronic resource] : edited by Vlastimil Dlab, Peter Gabriel. - XIV, 676 p. online resource. - Lecture Notes in Mathematics, 832 0075-8434 ; . - Lecture Notes in Mathematics, 832 .

Uniserial functors -- Preprojective modules: An introduction and some applications -- Sections in Auslander-Reiten quivers -- Zykellose Algebren sind nicht zügellos -- Generalizations of the Bernstein-Gelfand-Ponomarev reflection functors -- On finite representation type and a theorem of Kulikov -- Homology representations of finite groups -- Algebraically rigid modules -- The preprojective algebra of a modulated graph -- Hereditary Artinian rings of finite representation type -- Tame and wild matrix problems -- Remarks on projective resolutions -- Vinberg’s characterization of dynkin diagrams using subadditive functions with application to DTr-periodic modules -- Trivial extension of artin algebras -- Model theory and representations of algebras -- Some remarks on representations of quivers and infinite root systems -- Symmetric algebras of finite representation type -- Some remarks on Loewy lengths of projective modules -- Reflection functors -- Algebras stably equivalent to l-hereditary -- Hereditary algebras that are not pure-hereditary -- Projective lattices over group orders as amalgamations of irreducible lattices -- Representation-finite selfinjective algebras of class An -- Representation theory of blocks of defect 1 -- A class of self-injective algebras of finite representation type -- Right pure semisimple hereditary rings -- Representations of trivial extensions of hereditary algebras -- Almost split sequences for TrD-periodic modules -- A class of self-injective algebras and their indecomposable modules -- Hereditary artinian rings of right local representation type.

9783540383871

10.1007/BFb0088456 doi


Algebra.
Algebra.

QA150-272

512
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