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2003•Journal of Sichuan UniversityRequires access

On Finite Groups Having 2p~3 Maximal Order Elements

Jiang You

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Abstract

Finite groups having 2p 3(p is prime) maximal order elements are studied. It is proved that finite groups having 2p 3 maximal order elements are solvable.

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Finite groups having 2p 3(p is prime) maximal order elements are studied. It is proved that finite groups having 2p 3 maximal order elements are solvable.

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Available abstract

Finite groups having 2p 3(p is prime) maximal order elements are studied. It is proved that finite groups having 2p 3 maximal order elements are solvable.

Key concepts: Order (exchange), Mathematics, Chemistry, Business, Finance

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