Atsushi Ito

activity

20122026

most citedDerived equivalence and Grothendieck ring of varieties: the case of K3 surfaces of degree 12 and abelian varieties

17 citations · 69 across the 26 of their papers we have counts for

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math.AG2020★ 2 cited

Higher syzygies on general polarized abelian varieties of type $(1, \dots, 1, d)$

Atsushi Ito

In this paper, we show that a general polarized abelian variety $(X, L)$ of type $(1, \dots, 1, d)$ and dimension $g$ satisfies property $(N_{p})$ if $d \geq \sum_{i = 0}^{g} (p + 2)^{i}$ . In…

Higher syzygies on general polarized abelian varieties of type (1,…,1,d)

Higher syzygies on general polarized abelian varieties of type $(1, \dots, 1, d)$