Add to ORKGLet A be a finite dimensional k-algebra over an algebraically closed field. Assume A=kQ/I where Q is a quiver without oriented cycles. We say that A is tilt-critical if it is not tilted but every proper convex subcategory of A is tilted. We describe the tilt-critical algebras which are strongly simply connected and tame
In this paper we discuss, in terms of quiver with relations,sufficient and necessary conditions for ...
Abstract. Let X be a weighted projective line and cohX the associated cat-egoy of coherent sheaves. ...
AbstractIn this paper, we shall find some simple combinatorial criteria for a string algebra to be t...
Let A be a finite dimensional k-algebra over an algebraically closed field. Assume A=kQ/I where Q is...
AbstractWe investigate the cluster-tilted algebras of finite representation type over an algebraical...
AbstractLet A be a finite dimensional associative algebra with an identity over an algebraically clo...
Abstract. We investigate the cluster-tilted algebras of finite representation type over an algebraic...
AbstractLet A be a basic connected finite-dimensional algebra over an algebraically closed field. We...
this article is to introduce and classify (by quivers and relations) a class of tame minimal non-pol...
Let = kQ/I be a finite dimensional basic algebra over an algebraically closed field k presented by ...
In association with a finite dimensional algebra A of global dimension two, we consider the endomorp...
AbstractWe investigate the fibres of the surjective map from the class of tilted algebras to the cla...
In this paper we define the notion of ampleness for two-sided tilting complexes over finite dimensio...
AbstractWe introduce the class of double tilted algebras, containing the class of tilted algebras an...
AbstractLet Λ = k[Q]I be a finite-dimensional, directed k-algebra with k an algebraically closed fie...
In this paper we discuss, in terms of quiver with relations,sufficient and necessary conditions for ...
Abstract. Let X be a weighted projective line and cohX the associated cat-egoy of coherent sheaves. ...
AbstractIn this paper, we shall find some simple combinatorial criteria for a string algebra to be t...
Let A be a finite dimensional k-algebra over an algebraically closed field. Assume A=kQ/I where Q is...
AbstractWe investigate the cluster-tilted algebras of finite representation type over an algebraical...
AbstractLet A be a finite dimensional associative algebra with an identity over an algebraically clo...
Abstract. We investigate the cluster-tilted algebras of finite representation type over an algebraic...
AbstractLet A be a basic connected finite-dimensional algebra over an algebraically closed field. We...
this article is to introduce and classify (by quivers and relations) a class of tame minimal non-pol...
Let = kQ/I be a finite dimensional basic algebra over an algebraically closed field k presented by ...
In association with a finite dimensional algebra A of global dimension two, we consider the endomorp...
AbstractWe investigate the fibres of the surjective map from the class of tilted algebras to the cla...
In this paper we define the notion of ampleness for two-sided tilting complexes over finite dimensio...
AbstractWe introduce the class of double tilted algebras, containing the class of tilted algebras an...
AbstractLet Λ = k[Q]I be a finite-dimensional, directed k-algebra with k an algebraically closed fie...
In this paper we discuss, in terms of quiver with relations,sufficient and necessary conditions for ...
Abstract. Let X be a weighted projective line and cohX the associated cat-egoy of coherent sheaves. ...
AbstractIn this paper, we shall find some simple combinatorial criteria for a string algebra to be t...