ree groups造句

例句与造句

1. In the classification of finite simple groups, the Ree groups
2. The 2-sylow subgroups of the Ree groups are elementary abelian of order 8.
3. The exceptional Lie groups of type G2 and the Ree groups of type 2G2 are nearly always Hurwitz,.
4. He contributed in the field of group theory, most notably with the concept of the Ree group in.
5. defined Ree groups over infinite fields of characteristics 2 and 3 . and introduced Ree groups of infinite-dimensional Kac Moody algebras.
6. It's difficult to find ree groups in a sentence. 用ree groups造句挺难的
7. defined Ree groups over infinite fields of characteristics 2 and 3 . and introduced Ree groups of infinite-dimensional Kac Moody algebras.
8. The Ree groups of type 2 B 2 were first found by using a different method, and are usually called Suzuki groups.
9. If the field is perfect then and are automorphisms, and the Ree group is the group of fixed points of the involution of.
10. The additional diagram automorphisms in positive characteristic yield the Suzuki Ree groups, 2 B 2, 2 F 4, and 2 G 2.
11. But this article has loads of " actual " references ( of exceptionally high quality ) that actually do use the term " Ree group ".
12. These Ree groups have the unusual property that the Coxeter group of their BN pair is not crystallographic : it is the dihedral group of order 16 . showed that all Moufang octagons come from Ree groups of type.
13. These Ree groups have the unusual property that the Coxeter group of their BN pair is not crystallographic : it is the dihedral group of order 16 . showed that all Moufang octagons come from Ree groups of type.
14. However, there are some exotic pseudo-reductive algebraic groups over non-perfect fields whose construction is related to the construction of Ree groups, as they use the same exotic automorphisms of Dynkin diagrams that change root lengths.
15. This gives a large number of separate problems; for example, the original proofs of existence and uniqueness of the monster group totaled about 200 pages, and the identification of the Ree groups by Thompson and Bombieri was one of the hardest parts of the classification.
16. The original statement of Walter's theorem did not quite identify the Ree groups, but only stated that the corresponding groups have a similar subgroup structure as Ree groups . and later showed that they are all Ree groups, and gave a unified exposition of this result.
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