Add to ORKGThe concept of exceptional sequences was developed by Gorodentsev and Rudakov in [3] and generalized by Bondal in [1]. It is a crucial tool to classify exceptional modules over hereditary algebras and exceptiona
Inspired by Bondal's conjecture, we study the behavior of exceptional sequences of line bundles on r...
Inspired by Bondal's conjecture, we study the behavior of exceptional sequences of line bundles on r...
Inspired by Bondal's conjecture, we study the behavior of exceptional sequences of line bundles on r...
Let k be an algebraically closed field of characteristic 0. We denote by C the abelian k-category wh...
Ringel CM. The braid group action on the set of exceptional sequences of a hereditary artin algebra....
We introduce the notions of τ-exceptional and signed τ-exceptional sequences for any finite dimensio...
Dlab V, Ringel CM. Exceptional rings. In: Kertész A, ed. Rings, modules, and radicals. International...
We establish some properties of τ -exceptional sequences for finite-dimensional algebras. In an e...
We introduce signed exceptional sequences as factorizations of morphisms in the cluster morphism cat...
We extend the notion of type sequence to rings that are not necessarily residually rational. Using t...
We extend the notion of type sequence to rings that are not necessarily residually rational. Using t...
Exceptional collections frequently arise in algebraic and symplectic geometry. Since the work of Bei...
Let R be a homogeneous Cohen-Macaulay algebra over a field, and let I be an ideal generated by a hom...
Exceptional collections frequently arise in algebraic and symplectic geometry. Since the work of Bei...
In this paper, using the correspondence of gentle algebras and dissections of marked surfaces, we st...
Inspired by Bondal's conjecture, we study the behavior of exceptional sequences of line bundles on r...
Inspired by Bondal's conjecture, we study the behavior of exceptional sequences of line bundles on r...
Inspired by Bondal's conjecture, we study the behavior of exceptional sequences of line bundles on r...
Let k be an algebraically closed field of characteristic 0. We denote by C the abelian k-category wh...
Ringel CM. The braid group action on the set of exceptional sequences of a hereditary artin algebra....
We introduce the notions of τ-exceptional and signed τ-exceptional sequences for any finite dimensio...
Dlab V, Ringel CM. Exceptional rings. In: Kertész A, ed. Rings, modules, and radicals. International...
We establish some properties of τ -exceptional sequences for finite-dimensional algebras. In an e...
We introduce signed exceptional sequences as factorizations of morphisms in the cluster morphism cat...
We extend the notion of type sequence to rings that are not necessarily residually rational. Using t...
We extend the notion of type sequence to rings that are not necessarily residually rational. Using t...
Exceptional collections frequently arise in algebraic and symplectic geometry. Since the work of Bei...
Let R be a homogeneous Cohen-Macaulay algebra over a field, and let I be an ideal generated by a hom...
Exceptional collections frequently arise in algebraic and symplectic geometry. Since the work of Bei...
In this paper, using the correspondence of gentle algebras and dissections of marked surfaces, we st...
Inspired by Bondal's conjecture, we study the behavior of exceptional sequences of line bundles on r...
Inspired by Bondal's conjecture, we study the behavior of exceptional sequences of line bundles on r...
Inspired by Bondal's conjecture, we study the behavior of exceptional sequences of line bundles on r...