On Chow rings of fine quiver moduli and modules over the cohomological Hall algebra / vorgelegt von Hans Franzen. 2014
Inhalt
- Moduli Spaces of Quiver Representations
- Intersection Theory and Equivariant Intersection Theory
- The Chow Group
- Gysin Maps and the Chow Ring
- Chern Classes and Localized Chern Classes
- Equivariant Intersection Theory
- The Chow Ring of a Fine Projective Quiver Moduli is Tautologically Presented
- Tautological Generators for the Chow Ring of M(Q,d) and Relations Between them
- The Chow Ring of M(Q,d) is Tautologically Presented
- Examples
- Chow Rings of Non-Commutative Hilbert Schemes
- Non-Commutative Hilbert Schemes of a Loop Quiver
- Words and Forests
- A Cell Decomposition
- Another Basis of the Chow Group
- Tautological Presentation of the Chow Ring of `39`42`"613A``45`47`"603AHilbd,n(m)
- Modules over the Cohomological Hall Algebra