论文标题

异常的司虫的ACM捆绑

Homogeneous ACM bundles on exceptional Grassmannians

论文作者

Fang, Xinyi, Nakayama, Yusuke, Ren, Peng

论文摘要

在本文中,我们表征了均匀的算术库恩 - 马库拉(ACM)捆绑,从其相关数据方面,在特殊的司羊曼尼亚人身上。我们表明,只有许多不可约束的均匀的ACM捆绑包,而扭曲线条捆绑在杰出的司羊奶中。结果,我们证明了一些特殊的拉士族人是野生代表。

In this paper, we characterize homogeneous arithmetically Cohen-Macaulay (ACM) bundles over exceptional Grassmannians in terms of their associated data. We show that there are only finitely many irreducible homogeneous ACM bundles by twisting line bundles over exceptional Grassmannians. As a consequence, we prove that some exceptional Grassmannians are of wild representation type.

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