Generic representations of wild quivers

Published 20 Jul 2013 in math.RT | (1307.5400v1)

Abstract: We show that any generic representation of a wild connected directed quiver is the union of its subrepresentations of finite length which are regular. As a consequence, we see that the direct limit closure of the preprojective component does not contain any generic module.

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Authors (1)

Claus Michael Ringel

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