Algebraic cycles on Prym varieties

Abstract

This article proposes a generalization of tautological rings introduced by Beauville and Moonen for Jacobians. The main result is that, under certain hypotheses, the special subvarieties of Prym varieties are algebraically equivalent and their classes belong to the tautological ring.

arXiv commententirely rewritten, final version

Cited by in corpus (3)

• Prym-Brill-Noether Loci of special curves
• On algebraic equivalences among the 27 Abel-Prym curves on a generic abelian 5-fold
• Tautological rings on Jacobian varieties of curves with automorphisms