AbstractLet K be a fixed field. We attach to each column-finite quiver E a von Neumann regular K-algebra Q(E) in a functorial way. The algebra Q(E) is a universal localization of the usual path algebra P(E) associated with E. The monoid of isomorphism classes of finitely generated projective right Q(E)-modules is explicitly computed
In this abstract $K$ denotes a field of char $K = 0$ and $Q$ denotes a finite acyclic quiver. R...
In this abstract $K$ denotes a field of char $K = 0$ and $Q$ denotes a finite acyclic quiver. R...
This book is intended to serve as a textbook for a course in Representation Theory of Algebras at th...
AbstractLet K be a fixed field. We attach to each column-finite quiver E a von Neumann regular K-alg...
AbstractLet k be a field and let E be a finite quiver. We study the structure of the finitely presen...
In this thesis we are considering finite dimensional algebras. We prove that any basic and indecompo...
this paper demonstrates one possible way to represent a finitely presented algebra S in a similarly ...
Let Q be a quiver. M. Reineke and A. Hubery investigated the connection between the composition mono...
Title: The realization problem for von Neumann regular rings Author: Samuel Mokriš Department: Depar...
Title: The realization problem for von Neumann regular rings Author: Samuel Mokriš Department: Depar...
AbstractLet Q be a finite quiver without oriented cycles and let kQ the path algebra of Q over an al...
AbstractThe irreducible components of varieties parametrizing the finite dimensional representations...
AbstractLet k be a field and let E be a finite quiver. We study the structure of the finitely presen...
Much of the early work in the representation theory of algebras focused on two classes of algebras, ...
Let Q be a quiver. M. Reineke and A. Hubery investigated the connection between the composition mono...
In this abstract $K$ denotes a field of char $K = 0$ and $Q$ denotes a finite acyclic quiver. R...
In this abstract $K$ denotes a field of char $K = 0$ and $Q$ denotes a finite acyclic quiver. R...
This book is intended to serve as a textbook for a course in Representation Theory of Algebras at th...
AbstractLet K be a fixed field. We attach to each column-finite quiver E a von Neumann regular K-alg...
AbstractLet k be a field and let E be a finite quiver. We study the structure of the finitely presen...
In this thesis we are considering finite dimensional algebras. We prove that any basic and indecompo...
this paper demonstrates one possible way to represent a finitely presented algebra S in a similarly ...
Let Q be a quiver. M. Reineke and A. Hubery investigated the connection between the composition mono...
Title: The realization problem for von Neumann regular rings Author: Samuel Mokriš Department: Depar...
Title: The realization problem for von Neumann regular rings Author: Samuel Mokriš Department: Depar...
AbstractLet Q be a finite quiver without oriented cycles and let kQ the path algebra of Q over an al...
AbstractThe irreducible components of varieties parametrizing the finite dimensional representations...
AbstractLet k be a field and let E be a finite quiver. We study the structure of the finitely presen...
Much of the early work in the representation theory of algebras focused on two classes of algebras, ...
Let Q be a quiver. M. Reineke and A. Hubery investigated the connection between the composition mono...
In this abstract $K$ denotes a field of char $K = 0$ and $Q$ denotes a finite acyclic quiver. R...
In this abstract $K$ denotes a field of char $K = 0$ and $Q$ denotes a finite acyclic quiver. R...
This book is intended to serve as a textbook for a course in Representation Theory of Algebras at th...
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