2 citations · 4 across the 2 of their papers we have counts for
3 papers
math.RT2012★ 2 cited
The AG-invariant for (m+2)-angulations
Lucas David-Roesler
In this paper, we study gentle algebras that come from (m+2)-angulations of unpunctured Riemann surfaces with boundary and marked points. We focus on calculating a derived invarian…
math.RT2011★ 2 cited
Derived Equivalence in Surface Algebras of Genus 0 via Graded Equivalence
Lucas David-Roesler
We determine some of the derived equivalences of a class of gentle algebras called surface algebras. These algebras are constructed from an unpunctured Riemann surface of genus 0 w…
math.RT2011
Algebras from surfaces without punctures
Lucas David-Roesler, Ralf Schiffler
We introduce a new class of finite dimensional gentle algebras, the surface algebras, which are constructed from an unpunctured Riemann surface with boundary and marked points by i…