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Showing 2017 · math.RTShow all
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math.RT2017★ 3 cited
Quiver Grassmannians for Wild Acyclic Quivers
Claus Michael Ringel
A famous result of Zimmermann-Huisgen, Hille and Reineke asserts that any projective variety occurs as a quiver Grassmannian for a suitable representation of some wild acyclic quiv…
math.RT2017★ 7 cited
Length categories of infinite height
Henning Krause, Dieter Vossieck
For abelian length categories the borderline between finite and infinite representation type is discussed. Characterisations of finite representation type are extended to length ca…
math.RT2017
Singularity categories of derived categories of hereditary algebras are derived categories
Yuta Kimura
We show that for the path algebra of an acyclic quiver, the singularity category of the derived category is triangle equivalent to the der…