2004-03-10

The Severi inequality $K^{2} \geq 4 χ$ for surfaces of maximal Albanese dimension

Rita Pardini

文献摘要

We prove the so-called Severi inequality, stating that the invariants of a minimal smooth complex projective surface of maximal Albanese dimension satisfy: K^2_S >= 4\chi(S).

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2004-03-10

Rita Pardini

We prove the so-called Severi inequality, stating that the invariants of a minimal smooth complex projective surface of maximal Albanese dimension satisfy: K^2_S >= 4\chi(S).

生成讲解博客的中文版本

生成AI智能校验的中文版本