Indecomposable representations for extended Dynkin quivers of type 𝔼̃₈

Dawid Kędzierski; Hagen Meltzer

Displaying similar documents to “Indecomposable representations for extended Dynkin quivers of type 𝔼̃₈”

Indecomposable representations of the q-Deformed Virasoro algebra.

Ke-Qin Liu (1994)

Mathematische Zeitschrift

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A classification of two-peak sincere posets of finite prinjective type and their sincere prinjective representations

Justyna Kosakowska (2001)

Colloquium Mathematicae

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Assume that K is an arbitrary field. Let (I, ⪯) be a two-peak poset of finite prinjective type and let KI be the incidence algebra of I. We study sincere posets I and sincere prinjective modules over KI. The complete set of all sincere two-peak posets of finite prinjective type is given in Theorem 3.1. Moreover, for each such poset I, a complete set of representatives of isomorphism classes of sincere indecomposable prinjective modules over KI is presented in Tables 8.1.

On nonexistence of oriented cycles in Auslander-Reiten quivers

Andrzej Skowronski (1984)

Acta Universitatis Carolinae. Mathematica et Physica

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Sincere posets of finite prinjective type with three maximal elements and their sincere prinjective representations

Justyna Kosakowska (2002)

Colloquium Mathematicae

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Assume that K is an arbitrary field. Let (I,⪯) be a poset of finite prinjective type and let KI be the incidence K-algebra of I. A classification of all sincere posets of finite prinjective type with three maximal elements is given in Theorem 2.1. A complete list of such posets consisting of 90 diagrams is presented in Tables 2.2. Moreover, given any sincere poset I of finite prinjective type with three maximal elements, a complete set of pairwise non-isomorphic sincere indecomposable...