CitedEvidence
User Settings
Open AccessArticle

Asymptotics of Equivariant Syzygies.

Xin Zhou-2014-01-01-Deep Blue (University of Michigan)

TL;DRAbstract

In the present thesis we study the asymptotics of equivariant syzygies. We study asymptotics in two settings, in the general linear group setting and in the toric setting. In the general linear group setting, we give characterization of growth of complexities of syzygies. In the toric setting, we give the closure of the distribution of torus weights after normalization.

Chat with Paper

AI Agents for this Paper

In the present thesis we study the asymptotics of equivariant syzygies. We study asymptotics in two settings, in the general linear group setting and in the toric setting. In the general linear group setting, we give characterization of growth of complexities of syzygies. In the toric setting, we give the closure of the distribution of torus weights after normalization.

Keywords

Equivariant mapMathematicsPure mathematics

Chat

Click to start Chat