AbstractRecall the well-known theorem ofDK2giving a necessary and sufficient condition for a primary order Λ to be of finite representation type. Such Λs that satisfy the “necessary condition” of the DK-theorem will be studied: (1) Classification of Λs will be given, up to the best degree admitting general approach. (2) Auslander–Reiten quiver A(Λ) will be determined. In particular, it is finite, giving an alternative proof of the sufficiency part of the DK-theorem
AbstractThis paper concerns indecomposable preprojective modules over the path algebra of a finite c...
We generalize quivers of type A to continuous quivers of type A and prove initial results about poin...
AbstractWe show that a finite, connected quiver Q without oriented cycles is a Dynkin or Euclidean q...
AbstractWe show that under certain conditions, the N=1 types A and D quivers are of finite represent...
In this thesis we are considering finite dimensional algebras. We prove that any basic and indecompo...
AbstractCategories of representations of finite partially ordered sets over commutative artinian uni...
Let A be a finite-dimensional, basic, connected algebra over an algebraically closed field. Denote b...
This book is intended to serve as a textbook for a course in Representation Theory of Algebras at th...
Let Λ be a basic finite dimensional algebra over an algebraically closed field K. Tame-ness of the r...
Much of the early work in the representation theory of algebras focused on two classes of algebras, ...
AbstractLet D be a complete discrete valuation domain which is an algebra over an algebraically clos...
We are going to characterize finite lattices which can be represented by orders on some finite sets....
Hammocks have been introduced bu Brenner in order to give a numerical criterion for a finite traslat...
AbstractWe analyze Auslander–Reiten components for the bounded derived category of a finite-dimensio...
Abstract: "The study of classes of models of a finite diagram was initiated by S. Shelah in 1969. A ...
AbstractThis paper concerns indecomposable preprojective modules over the path algebra of a finite c...
We generalize quivers of type A to continuous quivers of type A and prove initial results about poin...
AbstractWe show that a finite, connected quiver Q without oriented cycles is a Dynkin or Euclidean q...
AbstractWe show that under certain conditions, the N=1 types A and D quivers are of finite represent...
In this thesis we are considering finite dimensional algebras. We prove that any basic and indecompo...
AbstractCategories of representations of finite partially ordered sets over commutative artinian uni...
Let A be a finite-dimensional, basic, connected algebra over an algebraically closed field. Denote b...
This book is intended to serve as a textbook for a course in Representation Theory of Algebras at th...
Let Λ be a basic finite dimensional algebra over an algebraically closed field K. Tame-ness of the r...
Much of the early work in the representation theory of algebras focused on two classes of algebras, ...
AbstractLet D be a complete discrete valuation domain which is an algebra over an algebraically clos...
We are going to characterize finite lattices which can be represented by orders on some finite sets....
Hammocks have been introduced bu Brenner in order to give a numerical criterion for a finite traslat...
AbstractWe analyze Auslander–Reiten components for the bounded derived category of a finite-dimensio...
Abstract: "The study of classes of models of a finite diagram was initiated by S. Shelah in 1969. A ...
AbstractThis paper concerns indecomposable preprojective modules over the path algebra of a finite c...
We generalize quivers of type A to continuous quivers of type A and prove initial results about poin...
AbstractWe show that a finite, connected quiver Q without oriented cycles is a Dynkin or Euclidean q...
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