DISTRIBUTION OF RATIONAL POINTS ON HYPERELLIPTIC SURFACES
1992 年 44 巻 3 号 p. 345-358
詳細
1992 年 44 巻 3 号 p. 345-358
In this paper, we study distribution of rational points on a hyperelliptic surface defined over an algebraic number field, and show that this distribution is very similar to the distribution of rational points on an abelian surface. As an application, we show that a conjecture of Batyrev-Manin holds for such a surface.
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