activity
20172020
most citedMinuscule reverse plane partitions via quiver representations

6 citations · 6 across the 3 of their papers we have counts for

collaborators

9 papers

math.RT2020

Maximal green sequences for string algebras

Alexander Garver, Khrystyna Serhiyenko

Maximal green sequences are important objects in representation theory, cluster algebras, and string theory. The two fundamental questions about maximal green sequences are whether…

math.RT2020

Combinatorics of Type D Exceptional Sequences

Emily Carrick, Alexander Garver

Exceptional sequences are important sequences of quiver representations in the study of representation theory of algebras. They are also closely related to the theory of cluster al…

math.CO2020

Counting linear extensions of posets with determinants of hook lengths

Alexander Garver, Stefan Grosser, Jacob P. Matherne +1

We introduce a class of posets, which includes both ribbon posets (skew shapes) and -complete posets, such that their number of linear extensions is given by a determinant of a…

math.CO20196 cited

Minuscule reverse plane partitions via quiver representations

Alexander Garver, Rebecca Patrias, Hugh Thomas

The Hillman--Grassl correspondence is a well-known bijection between multisets of rim hooks of a partition shape and reverse plane partitions of . We use the tools of quiver…

math.CO2019

Leading terms of web invariants

Véronique Bazier-Matte, Guillaume Douville, Alexander Garver +3

We use Khovanov and Kuperberg's web growth rules to identify the minimal term in the invariant associated to an web diagram, with respect to a particular term order.

math.RT2018

A categorification of biclosed sets of strings

Alexander Garver, Thomas McConville, Kaveh Mousavand

We consider the closure space on the set of strings of a gentle algebra of finite representation type. Palu, Pilaud, and Plamondon proved that the collection of all biclosed sets o…