For the Chow ring $ \, CH^{\bullet}(X) \, $ of an Abelian Variety, we give explicit descriptions (see theorem (3.1) below), in terms of the push-forward maps $ \, \mls{m} : \, CH_d(X) \rightarrow CH_d(X) \, $ and the pull-back maps $ \, \mus{m} : \, CH^p(X) \rightarrow CH^p(X) \, , \ $ of projectors associated to Beauville's decomposition (1.1).

Marini, G. (2004). Algebraic Cycles on Abelian Varieties and their decomposition, 8(7-B), 231-240.

Algebraic Cycles on Abelian Varieties and their decomposition

MARINI, GIAMBATTISTA
2004-01-01

Abstract

For the Chow ring $ \, CH^{\bullet}(X) \, $ of an Abelian Variety, we give explicit descriptions (see theorem (3.1) below), in terms of the push-forward maps $ \, \mls{m} : \, CH_d(X) \rightarrow CH_d(X) \, $ and the pull-back maps $ \, \mus{m} : \, CH^p(X) \rightarrow CH^p(X) \, , \ $ of projectors associated to Beauville's decomposition (1.1).
2004
Pubblicato
Rilevanza internazionale
Articolo
Sì, ma tipo non specificato
Settore MAT/03 - GEOMETRIA
English
http://www.mat.uniroma2.it/~marini/M08.pdf
Marini, G. (2004). Algebraic Cycles on Abelian Varieties and their decomposition, 8(7-B), 231-240.
Marini, G
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/2108/48216
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