论文标题
正交司法的僵化问题
The Rigidity Problem in Orthogonal Grassmannians
论文作者
论文摘要
我们将严格的Schubert班级分类为正交的司法。更一般而言，给定正交Grassmannian中舒伯特类的代表性$ x $，我们提供组合条件，以确保每个线性空间由$ x $参数参数为$ x $，都符合所需维度的固定线性空间。
We classify rigid Schubert classes in orthogonal Grassmannians. More generally, given a representative $X$ of a Schubert class in an orthogonal Grassmannian, we give combinatorial conditions which guarantee that every linear space parametrized by $X$ meets a fixed linear space in the required dimension.
