Finite Groups With 52 p Elements of Maximal Order

doi:10.11835/j.issn.1000-582X.2006.09.018

Archive > Volume 29 Issue 9 > 2006,29(9):75-80. DOI:10.11835/j.issn.1000-582X.2006.09.018 CSTR:[cstr] Prev Next

Finite Groups With 52 p Elements of Maximal Order

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Abstract:

The authors discuss the finite groups with 52 p elements of maximal order,and get a theorem as follows: SupposeG is a finite group with |M(G)|=52 p elements of maximal order,where p is a prime and p>5,then G is solvable.

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O152.1

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Finite Groups With 52 p Elements of Maximal Order