论文标题

Chern类的非固定投影品种的不平等现象

Chern class inequalities for non-uniruled projective varieties

论文作者

Rousseau, Erwan, Taji, Behrouz

论文摘要

众所周知,投影最小的模型满足了著名的Miyaoka-yau不平等现象。在本文中,我们将这些不平等扩展到了所有平滑,投射和非释放品种的集合。

It is known that projective minimal models satisfy the celebrated Miyaoka-Yau inequalities. In this article, we extend these inequalities to the set of all smooth, projective and non-uniruled varieties.

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