Correspondences to abelian varieties II

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概要

• 論文の詳細を見る

• When $S$ is an algebraic scheme, and $X\to S$ and $Y\to S$ proper schemes over $S$, we define the notion of correspondences from $X$ to $Y$ over $S$. And when $Y\to S$ is a relative abelian scheme and $X$ is a normal variety, we give a characterization for a correspondence from $X$ to $Y$ over $S$ to be a graph of some morphism $X\to Y$ over $S$, which is a generalization of the result for classical correspondences in \cite{K}.

• 広島大学の論文

著者

• KIMURA Shun-ichi

  Department of Cardiovascular Surgery, Nihon University School of Medicine

• Kimura Shun-ichi

  Department Of Mathematics Graduate School Of Science Hiroshima University

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• Correspondences to abelian varieties II

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