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|Title:||Some Remarks on Conjugate Closed Groups|
|Keywords:||Conjugate closed group;Semi-simple group|
|Abstract:||Conjugate closed groups, which are briefly called CC − Groups, form a proper subclass of T − Groups. We prove that if G = Z(G) × H, then G is conjugate closed if and only if H is conjugate closed. We also show that a finite group G is semisimple, conjugate closed and perfect if and only if it is a direct product of non-abelian and simple groups.|
|Description:||Master of Science (Mathematics and Computing)|
|Appears in Collections:||Masters Theses@SOM|
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