On minimal non-yNy-groups

Zhangjia HAN; Guiyun CHEN; Huaguo SHI

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On minimal non-yNy-groups

机译：在最小的非yNy组上

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摘要

A finite group G is called an yNy-group if every proper subgroup H of G is either subnormal in G or self-normalizing. We determinate the structure of non-yNy-groups in which all proper subgroups are groups.

机译：如果G的每个适当的子组H在G中都是次正规的或自正规化的，则有限群G称为yNy-群。我们确定非yNy-组的结构，其中所有适当的子组均为组。

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来源
《Frontiers of mathematics in China》 |2013年第6期|1295-1306|共12页
作者
Zhangjia HAN; Guiyun CHEN; Huaguo SHI;
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作者单位

School of Mathematics and Statistics, Southwest University, Chongqing 400715, China,School of Mathematics, Chengdu University of Information Technology, Chengdu 610225, China;

School of Mathematics and Statistics, Southwest University, Chongqing 400715, China;

Sichuan Vocational and Technical College, Suining 629000, China;

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正文语种 eng
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关键词
Subnormal subgroup; self-normalizing subgroup; minimal non-yNy-group;

机译：次正常分组自标准化子组;最小非yNy组;

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On minimal non-yNy-groups

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