Chow--Kuenneth decomposition for special varieties
- Publication type:
- Journal article
- Metadata:
-
- Abstract
- In this paper we investigate Murre's conjecture on the Chow--K\"unneth decomposition for two classes of examples. We look at the universal families of smooth curves over spaces which dominate the moduli space $\cM_g$, in genus at most 8 and show existence of a Chow--K\"unneth decomposition. The second class of examples include the representation varieties of a finitely generated group with one relation. This is done in the setting of equivariant cohomology and equivariant Chow groups to get equivariant Chow--K\"unneth decompositions.
- Autoren
- Jaya NN Iyer
- Stefan Müller-Stach
- Autoren-URL
- http://arxiv.org/abs/0710.4002v1
- Schlüsselwörter
- math.AG
- math.AG
- math.AC
- 14C25, 14D05, 14D20, 14D21
- Datum der Veröffentlichung
- 2007
- Datum der Datenerfassung
- 2007
- Datum, an dem der Datensatz öffentlich gemacht wurde
- 2007
- Titel
- Chow--Kuenneth decomposition for special varieties
Files
0710.4002v1.pdf
Data source: arXiv
- Other metadata sources:
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- Beziehungen:
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