论文标题
舒伯特品种和有限的免费分辨率三
Schubert varieties and finite free resolutions of length three
论文作者
论文摘要
在本文中，我们描述了以拆分格式（用于Dynkin格式）的完美理想的有限无条体分辨率与相反的Schubert品种与均质空间$ G/p $的大单元的某些相交之间的关系，其中$ p $是最大的抛物线寄生虫亚组。
In this paper we describe the relationship between the finite free resolutions of perfect ideals in split format (for Dynkin formats) and certain intersections of opposite Schubert varieties with the big cell for homogeneous spaces $G/P$ where $P$ is a maximal parabolic subgroup.
