A. Pasquali

most citedQuivers with potentials and actions of finite abelian groups

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math.RT2019★ 1 cited

Quivers with potentials and actions of finite abelian groups

Simone Giovannini, Andrea Pasquali, Pierre-Guy Plamondon

Let $G$ be a finite abelian group acting on a path algebra $k Q$ by permuting the vertices and preserving the arrowspans. Let $W$ be a potential on the quiver $Q$ which is fixed by…

math.RT2018

Skew group algebras of Jacobian algebras

Simone Giovannini, Andrea Pasquali

For a quiver with potential $(Q, W)$ with an action of a finite cyclic group $G$ , we study the skew group algebra $Λ G$ of the Jacobian algebra $Λ = P (Q, W)$ . By a result of…