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- W2467277097 abstract "The aim of this note is to give a simple proof of the fact that An is the only subgroup with n!/2 elements of Sn. This proof is obtained by using elementary considerations.Finite groups have been quite intensively studied and many results concerning have been proposed [1,3,4]. Within This theory, the study permutation subgroups has played a central role [1,3]. This happens because permutation subgroups have a special structure. In this note, we wish to propose a simple proof of the fact that the subgroups have a special structure. In this note, we wish to propose a simple proof of the fact that the subgroup An is unique." @default.
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- W2467277097 modified "2023-09-24" @default.
- W2467277097 title "A simple proof for A n is unique" @default.
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