1999•Journal of Hebei UniversityRequires access

Finite Groups with the Number of Maximal Order 32 Elements are Solvable

Jiang You

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Abstract

It is studied that the finite groups with the number of maximal order 32 elements.It is obtained that the structure of the finite groups and their solvability.

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What this paper is about

It is studied that the finite groups with the number of maximal order 32 elements.It is obtained that the structure of the finite groups and their solvability.

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Available abstract

It is studied that the finite groups with the number of maximal order 32 elements.It is obtained that the structure of the finite groups and their solvability.

Key concepts: Mathematics, Order (exchange), Solvable group, Pure mathematics, Combinatorics, Economics, Abelian group, Finance

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