In this paper we study the algebraic structure of the Tautological ring of a Jacobian: by the use of hard-Lefschetz-primitive classes we construct convenient generators that allow us to list and describe all the possible structures that may occur (the explicit list is given for g <= 9 and for a few special curves).
Marini, G. (2008). Tautological cycles on jacobian varieties. COLLECTANEA MATHEMATICA, 59(2), 167-190 [10.1007/BF03191366].
Tautological cycles on jacobian varieties
MARINI, GIAMBATTISTA
2008-01-01
Abstract
In this paper we study the algebraic structure of the Tautological ring of a Jacobian: by the use of hard-Lefschetz-primitive classes we construct convenient generators that allow us to list and describe all the possible structures that may occur (the explicit list is given for g <= 9 and for a few special curves).File in questo prodotto:
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