# characteristic 2 type造句

## 例句与造句

- All groups not of small 2 rank can be split into two major classes : groups of component type and groups of
*characteristic 2 type*. - In the classification of finite simple groups, there is a major division between group of
*characteristic 2 type*, where involutions resemble unipotent elements, and other groups, where involutions resemble semisimple elements. - Finite simple groups of section 2 rank at least 5 have Sylow 2-subgroups with a self-centralizing normal subgroup of rank at least 3, which implies that they have to be of either component type or of
*characteristic 2 type*. - This is because if a group has sectional 2-rank at least 5 then MacWilliams showed that its Sylow 2-subgroups are connected, and the balance theorem implies that any simple group with connected Sylow 2-subgroups is either of component type or
*characteristic 2 type*. ( For groups of low 2-rank the proof of this breaks down, because theorems such as the signalizer functor theorem only work for groups with elementary abelian subgroups of rank at least 3 .) - It's difficult to find
*characteristic 2 type*in a sentence. 用*characteristic 2 type*造句挺难的