group of automorphisms
- 网络自同构群
group of automorphisms
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Let G be a finite group of automorphisms of a ring R. If R is local , then the fixed subring R ~ G is local .
设G是环R的自同构有限群,若R是局部环,则不动子环R~G也是局部环。
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Generalizing a single involutive automorphism to a finite Abelian group of automorphisms of G , we obtain a homogeneous space called generalized symmetric space and some of its properties .
本文把李群的单个对合自同构推广为由李群G的一些自同构组成的有限可换群,从而决定了一个广义对称空间,并讨论了它的某些性质。
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In this paper we research mainly on the fundamental homomorphism theorem applied to direct products of groups and group of inner automorphisms of a group G.
群的基本同态定理是群论研究中最常见、最有价值的结论之一。
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