a new characterization of some mathieu groups by the number of sylow subgroups
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ID: 256243
2013
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Abstract
Let G be a finite group with trivial center and n_{p}(G) be the number of Sylow p- subgroup of G. In this paper we prove that if n_{p}(G)=n_{p}(M_{n}), for every prime p in pi (G), where n in {11, 12}, then M_{n}<= G <= Aut(M_{n}).
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| Reference Key |
asboei2013boletima
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|---|---|
| Authors | ;Alireza Khalili Asboei;Syyed Sadegh Salehi Amiri;Ali Iranmanesh;Abolfazl Tehranian |
| Journal | urban geography |
| Year | 2013 |
| DOI |
10.5269/bspm.v31i1.14818
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| URL | |
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