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Title
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On Primitive 11-Centralizer Groups of Odd Order
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Type
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JournalPaper
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Keywords
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Covering, n-centralizer group, Primitive n-centralizer group, Odd
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Abstract
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Let G be a finite group and let |Cent(G)| be the number of distinct centralizers of its elements. G is called n-centralizer if |Cent(G)|= n and is called primitive n-centralizer if |Cent(G)|= |Cent( G/Z(G) )| = n. In this paper, we characterize all primitive 11-centralizer groups of odd order
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Researchers
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Zeinab Foruzanfar (Second Researcher), Mehdi Rezaei (First Researcher)
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