7 citations · 20 across the 6 of their papers we have counts for
7 papers
Orbifold diagrams
Karin Baur, Andrea Pasquali, Diego Velasco
We study alternating strand diagrams on the disk with an orbifold point. These are quotients by rotation of Postnikov diagrams on the disk, and we call them orbifold diagrams. We a…
Quivers with potentials and actions of finite abelian groups
Simone Giovannini, Andrea Pasquali, Pierre-Guy Plamondon
Let be a finite abelian group acting on a path algebra by permuting the vertices and preserving the arrowspans. Let be a potential on the quiver which is fixed by…
Existence of symmetric maximal noncrossing collections of -element sets
Andrea Pasquali, Erik Thörnblad, Jakob Zimmermann
We investigate the existence of maximal collections of mutually noncrossing -element subsets of that are invariant under adding to all…
Skew group algebras of Jacobian algebras
Simone Giovannini, Andrea Pasquali
For a quiver with potential with an action of a finite cyclic group , we study the skew group algebra of the Jacobian algebra . By a result of…
Self-injective Jacobian algebras from Postnikov diagrams
Andrea Pasquali
We study a finite-dimensional algebra constructed from a Postnikov diagram in a disk, obtained from the dimer algebra of Baur-King-Marsh by factoring out the ideal generate…
Tensor products of n-complete algebras
Andrea Pasquali
If and are - and -representation finite -algebras, then their tensor product is not in general -representation finite. However, we prove t…