We study syzygies of Kummer varieties proving that their behavior is half of the abelian varieties case. Namely, an mth power of an ample line bundle on a Kummer variety satisfies the Green-Lazarsfeld property (Np), if m > p+2/2
Syzygies of Klummer varieties / Caucci, F.. - In: TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY. - ISSN 0002-9947. - 377:2(2024), pp. 1357-1370. [10.1090/tran/9062]
Syzygies of Klummer varieties
Caucci F.
2024
Abstract
We study syzygies of Kummer varieties proving that their behavior is half of the abelian varieties case. Namely, an mth power of an ample line bundle on a Kummer variety satisfies the Green-Lazarsfeld property (Np), if m > p+2/2File allegati a questo prodotto
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