论文标题
完全对称的最低等级
Equivariant Grothendieck ring of a complete symmetric variety of minimal rank
论文作者
论文摘要
我们描述了$ g $ equivariant grothendieck戒指的常规紧凑型$ x $的对称空间的$ g/h $最低等级。这扩展了Brion和Joshua的结果，即具有最小等级的奇妙对称品种的等效化的Chow环，并将作者的结果推广到伴随半神经群的常规压实方面。
We describe the $G$-equivariant Grothendieck ring of a regular compactification $X$ of an adjoint symmetric space $G/H$ of minimal rank. This extends the results of Brion and Joshua for the equivariant Chow ring of wonderful symmetric varieties of minimal rank and generalizes the results by the author on the regular compactification of an adjoint semisimple group.
