activity
20092018
most citedMPS degeneration formula for quiver moduli and refined GW/Kronecker correspondence

12 citations · 57 across the 14 of their papers we have counts for

collaborators
Showing math.RTShow all

14 papers · 1 filter

math.RT2018★ 1 cited

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.RT2018

Cell Decompositions for Rank Two Quiver Grassmannians

Dylan Rupel, Thorsten Weist

We prove that all quiver Grassmannians for exceptional representations of a generalized Kronecker quiver admit a cell decomposition. In the process, we introduce a class of regular…

math.RT2017★ 5 cited

Representation type via Euler characteristics and singularities of quiver Grassmannians

Oliver Lorscheid, Thorsten Weist

In this text, we characterize the representation type of an acyclic quiver by the properties of its associated quiver Grassmannians. This characterization utilizes and extends know…

math.RT2016

The Value of the Kac Polynomial at One

Hans Franzen, Thorsten Weist

We establish a formula for the value of the Kac polynomial at one in terms of Kac polynomials, evaluated at one, of the universal (abelian) covering quiver by applying torus locali…

math.RT2016★ 1 cited

Plücker relations for quiver Grassmannians

Oliver Lorscheid, Thorsten Weist

In this text, we exhibit the quiver Plücker relations for a quiver Grassmannian and show that they describe the quiver Grassmannian as a closed subscheme of a product of usual Gras…

math.RT2015

Non-Schurian indecomposables via intersection theory

Hans Franzen, Thorsten Weist

For an acyclic quiver with three vertices, we consider the canonical decomposition of a non-Schurian root and associate certain representations of a generalized Kronecker quiver. T…