AbstractIn this paper we classify all quivers and corresponding dimension vectors having a smooth space of semisimple representation classes. The result is that these quiver settings can be reduced via some specific reduction steps to 3 simple types
Several classical problems can be reformulated in the language of representations of quivers, for ex...
AbstractWe show that a finite connected quiver Q with no oriented cycles is tame if and only if for ...
AbstractThe representation of dimension vector α of the quiver Q can be parametrised by a vector spa...
AbstractIn this paper we classify all the symmetric quivers and corresponding dimension vectors havi...
AbstractLet Q be a quiver with dimension vector α. We show that if the space of isomorphism classes ...
AbstractWe give a complete classification of all quivers Q and dimension vectors α for which the rep...
AbstractThe representation of dimension vector α of the quiver Q can be parametrised by a vector spa...
AbstractWe present some theorems and algorithms for calculating perpendicular categories and locally...
Kac introduced the notion of the canonical decomposition for a dimension vector of a quiver. Here we...
AbstractFor the variety of representations of a tame quiver, we describe a finite stratification int...
This paper contains the material discussed in the series of three lectures that I gave during the wo...
The purpose of this paper is to describe a method for computing homotopy groups of the space of α-st...
Let Q be a quiver without oriented cycles and let a be a dimension vector such that G^(a) has an ope...
AbstractA minimal (by inclusion) generating set for the algebra of semi-invariants of a quiver of di...
AbstractIn this paper we classify all the symmetric quivers and corresponding dimension vectors havi...
Several classical problems can be reformulated in the language of representations of quivers, for ex...
AbstractWe show that a finite connected quiver Q with no oriented cycles is tame if and only if for ...
AbstractThe representation of dimension vector α of the quiver Q can be parametrised by a vector spa...
AbstractIn this paper we classify all the symmetric quivers and corresponding dimension vectors havi...
AbstractLet Q be a quiver with dimension vector α. We show that if the space of isomorphism classes ...
AbstractWe give a complete classification of all quivers Q and dimension vectors α for which the rep...
AbstractThe representation of dimension vector α of the quiver Q can be parametrised by a vector spa...
AbstractWe present some theorems and algorithms for calculating perpendicular categories and locally...
Kac introduced the notion of the canonical decomposition for a dimension vector of a quiver. Here we...
AbstractFor the variety of representations of a tame quiver, we describe a finite stratification int...
This paper contains the material discussed in the series of three lectures that I gave during the wo...
The purpose of this paper is to describe a method for computing homotopy groups of the space of α-st...
Let Q be a quiver without oriented cycles and let a be a dimension vector such that G^(a) has an ope...
AbstractA minimal (by inclusion) generating set for the algebra of semi-invariants of a quiver of di...
AbstractIn this paper we classify all the symmetric quivers and corresponding dimension vectors havi...
Several classical problems can be reformulated in the language of representations of quivers, for ex...
AbstractWe show that a finite connected quiver Q with no oriented cycles is tame if and only if for ...
AbstractThe representation of dimension vector α of the quiver Q can be parametrised by a vector spa...
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