2 citations · 5 across the 6 of their papers we have counts for
6 papers
Skew-symmetrizable cluster algebras from surfaces and symmetric quivers
Azzurra Ciliberti
We study skew-symmetrizable cluster algebras associated with unpunctured surfaces endowed with an orientation-preserving involution . We give…
A multiplication formula for cluster characters in gentle algebras
Azzurra Ciliberti
We prove a multiplication formula for cluster characters induced by generating extensions in a gentle algebra A, generalizing a result of Cerulli Irelli, Esposito, Franzen, Reineke…
Cluster expansion formulas and perfect matchings for type B and C
Azzurra Ciliberti
Let be the regular polygon with vertices, and let be the rotation of 180. Fomin and Zelevinsky proved that -invariant triangulations of $\…
A categorification of cluster algebras of type B and C through symmetric quivers
Azzurra Ciliberti
We express cluster variables of type and in terms of cluster variables of type . Then we associate a cluster tilted bound symmetric quiver of type t…
A deletion-contraction long exact sequence for chromatic symmetric homology
Azzurra Ciliberti
Crew and Spirklt generalize Stanley's chromatic symmetric function to vertex-weighted graphs. One of the primary motivations for extending the chromatic symmetric function to verte…
On chromatic symmetric homology and planarity of graphs
Azzurra Ciliberti, Luca Moci
Sazdanovic and Yip defined a categorification of Stanley's chromatic function called the chromatic symmetric homology. In this paper we prove that (as conjectured by Chandler, Sazd…