论文标题
块融合系统超过最大尼尔氏级$ 3 $ -Groups
Block fusion systems over maximal nilpotency class $3$-groups
论文作者
论文摘要
我们概括了Kessar-Stancu的减少定理，因此它可以适用于外在融合系统，而不是最大的Nilpotency类别的排名级别两个$ 3 $组。这是证明这些融合系统也是外来的重要一步。
We generalize the Reduction Theorem of Kessar-Stancu so it can be applicable to exotic fusion systems over the maximal nilpotency class of rank two $3$-groups. This is an essential step towards proving that these fusion systems are also block exotic.
