Cycle relations on Jacobian varieties
Published online by Cambridge University Press: 17 July 2007
By using the Grothendieck–Riemann–Roch theorem we derive cycle relations modulo algebraic equivalence in the Jacobian of a curve. The relations generalize the relations found by Colombo and van Geemen and are analogous to but simpler than the relations recently found by Herbaut. In an appendix by Zagier, it is shown that these sets of relations are equivalent.
- Research Article
- Foundation Compositio Mathematica 2007
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