A Survey on Just‐Non‐<i>𝔛</i> Groups

Otera, Daniele Ettore; Russo, Francesco G.

doi:10.1155/2010/190830

International Journal of Mathematics and Mathematical Sciences

2010

DOI: 10.1155/2010/190830

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A Survey on Just‐Non‐𝔛 Groups

Daniele Ettore Otera

Francesco G. Russo²

Abstract: Let𝔛be a class of groups. A group which does not belong to𝔛but all of whose proper quotient groups belong to𝔛is called just-non-𝔛group. The present note is a survey of recent results on the topic with a special attention to topological groups.

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A Survey on Just‐Non‐𝔛 Groups

Abstract: Let𝔛be a class of groups. A group which does not belong to𝔛but all of whose proper quotient groups belong to𝔛is called just-non-𝔛group. The present note is a survey of recent results on the topic with a special attention to topological groups.

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A Survey on Just‐Non‐𝔛 Groups

Abstract: Let&#x1D51B;be a class of groups. A group which does not belong to&#x1D51B;but all of whose proper quotient groups belong to&#x1D51B;is called just-non-&#x1D51B;group. The present note is a survey of recent results on the topic with a special attention to topological groups.

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References 34 publications

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Abstract: Let𝔛be a class of groups. A group which does not belong to𝔛but all of whose proper quotient groups belong to𝔛is called just-non-𝔛group. The present note is a survey of recent results on the topic with a special attention to topological groups.