“BurnsideNormalComplementTheorem”的概念、定义、习题解题方法及翻译-数学辞典

单词	BurnsideNormalComplementTheorem
释义	Burnside normal complement theorem Let $G$ be a finite group, and $S$ a Sylow subgroup such that $C_{G}(S)=N_{G}(S)$ . Then $S$ has a normal complement. That is, there exists a normal subgroup $N\\lhd G$ such that $S\\cap N=\\{1\\}$ and $SN=G$ .
随便看	NormalRandomVariable normal random variable NormalSection normal section NormalSubgroup normal subgroup NormalSubgroupLatticeIsModular normal subgroup lattice is modular NormalSubgroupsFormSublatticeOfASubgroupLattice normal subgroups form sublattice of a subgroup lattice NormalSubgroupsOfTheSymmetricGroups normal subgroups of the symmetric groups NormalVariety normal variety NormAndSpectralRadiusInCalgebras norm and spectral radius in C^*-algebras NormAndTraceOfAlgebraicNumber norm and trace of algebraic number NormedAlgebra normed algebra NormedPlane normed plane NormedVectorSpace normed vector space NormEuclideanNumberField

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Burnside normal complement theorem