Higher jacobians and cycles on abelian varieties
J. H. Sampson (1982)
Compositio Mathematica
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Displaying similar documents to “A result on the integral chow ring of a generic principally polarized complex abelian variety of dimension four”
Higher jacobians and cycles on abelian varieties
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Najmuddin Fakhruddin (1996)
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V. Kanev (1987)
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Some remarks on the moduli space of principally polarized abelian varieties with level -structure
Ryuji Sasaki (1993)
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J. P. Murre (1973)
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Algebraic cycles on abelian varieties and their decomposition
Giambattista Marini (2004)
Bollettino dell'Unione Matematica Italiana
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For an Abelian Variety , the Künneth decomposition of the rational equivalence class of the diagonal gives rise to explicit formulas for the projectors associated to Beauville's decomposition (1) of the Chow ring , in terms of push-forward and pull-back of -multiplication. We obtain a few simplifications of such formulas, see theorem (4) below, and some related results, see proposition (9) below.