论文标题
阳性特征的还原群的białynicki-birula分解
Białynicki-Birula decomposition for reductive groups in positive characteristic
论文作者
论文摘要
我们证明了kempf单体的双林尼基 - 双鲁拉分解存在，这是一个大类，其中包含所有特征中具有还原性单位组的单素。这扩展了Alper-Hall-Rydh和Jelisiejew-Sienkiewicz先前作品的存在语句。
We prove the existence of Bialynicki-Birula decomposition for Kempf monoids, which is a large class that contains for example monoids with reductive unit group in all characteristics. This extends the existence statements from previous works of Alper-Hall-Rydh and Jelisiejew-Sienkiewicz.
