We show that among the derived equivalent classes of homologically smooth and proper
graded gentle algebras there is only one class whose perfect derived category does not …

Let A be a finite-dimensional gentle algebra over an algebraically closed field. We
investigate the combinatorial properties of support τ-tilting graph of A. In particular, it is …

In this paper, using the correspondence of gentle algebras and dissections of marked
surfaces, we study full exceptional sequences in the perfect derived category K b (A) of a …

Kauer moves are local moves of an edge in a Brauer graph that yield derived equivalences
between Brauer graph algebras [10]. These derived equivalences may be interpreted in …

In this paper we use recollements to investigate partially wrapped Fukaya categories of
surfaces with marked points. In particular, we show that cutting surfaces gives rise to …

We study the partially wrapped Fukaya category of a surface with boundary with an action of
a group of order two. Inspired by skew-group algebras and categories, we define the notion …

We show that isomorphism classes of indecomposable-rigid pairs over, the preprojective
algebra of, are in bijection with internal-simplices in the prism, the product of an-simplex with …

In this paper, we give a geometric construction of string algebras and of their module
categories. Our approach uses dissections of punctured Riemann surfaces with extra data at …

We try to classify Hopf algebras with the Chevalley property according to their derived
representation type. We show that a finite-dimensional indecomposable non-semisimple …

We study the partially wrapped Fukaya category of a surface with boundary with an action of
a group of order two. Inspired by skew-group algebras and categories, we define the notion …