14 citations · 14 across the 1 of their papers we have counts for
Showing math.RTShow all
3 papers · 1 filter
math.RT2020
Total stability functions for type quivers
Ryan Kinser
For a quiver of Dynkin type , we give a set of inequalities which are necessary and sufficient for a linear stability condition (a.k.a. central charge) $Z\c…
math.RT2018
Tree normal forms for quiver representations
Ryan Kinser, Thorsten Weist
We explore methods for constructing normal forms of indecomposable quiver representations. The first part of the paper develops homological tools for recursively constructing famil…
math.RT2007★ 14 cited
The rank of a quiver representation
Ryan Kinser
We define a functor which gives the "global rank of a quiver representation" and prove that it has nice properties which make it a generalization of the rank of a linear map. We de…