The Multisegment Duality and the Preprojective Algebras of Type A Claus Michael Ringel ABSTRACT. The multisegment (or Zelevinsky) duality ζ plays an important role in the representation theory of the groups GLn over a p - Simple algebra - Document - PDFSEARCH.IO

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	The Multisegment Duality and the Preprojective Algebras of Type A Claus Michael Ringel ABSTRACT. The multisegment (or Zelevinsky) duality ζ plays an important role in the representation theory of the groups GLn over a p Add to Reading List Document Date: 1999-11-15 09:19:00 Open Document File Size: 162,82 KB Share Result on Facebook City Beijing / / Company Zelevinsky / Princeton University Press / A. Recently / Knight / / Country Germany / / / Facility Mathematical Institute / / IndustryTerm p-network / / Organization Mathematical Institute / Princeton University / Chinese Academy of Science / / Person Changchang Xi / Sergej Ovsienko / Michael Ringel / Thomas Br / Robert Marsh / / Position author / / Product FF / / SocialTag Representation theory Quiver Serial module Simple module Auslander–Reiten theory Krull–Schmidt theorem Indecomposable module Abstract algebra Algebra Module theory

The Multisegment Duality and the Preprojective Algebras of Type A Claus Michael Ringel ABSTRACT. The multisegment (or Zelevinsky) duality ζ plays an important role in the representation theory of the groups GLn over a pAdd to Reading List