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首页> 外文期刊>Sibirskie elektronnye matematicheskie izvestiia: Siberian Electronic Mathematical Reports >Periodic groups saturated by direct products of the Suzuki’s group for elementary abelian 2-groups
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Periodic groups saturated by direct products of the Suzuki’s group for elementary abelian 2-groups

机译:铃木群的基本乘积为基本阿贝尔二群所饱和的周期性群

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It is proved that a periodic groups saturated by the set of groups M = fP Vn j n 2 Ng, where Vn is an elementary abelian 2-group of order 2n, and P = Sz(q), where q = 22m+1, m is a fixed natural number, is isomorphic to P V , where V is an elementary ab
机译:证明了一个周期群被一组群M = fP Vn jn 2 Ng饱和,其中Vn是2n阶的基本阿贝尔二族群,P = Sz(q),其中q = 22m + 1,m是固定的自然数,与PV同构,其中V是基本ab

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