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Characterization of topological groups by discrete cocompact subgroups
Archiv der Mathematik ( IF 0.5 ) Pub Date : 2021-02-15 , DOI: 10.1007/s00013-021-01585-1
Bilel Kadri

A subgroup H of a topological group G is called cocompact (or uniform) if the quotient space \(G/{\overline{H}}\) is compact, where \({\overline{H}}\) denotes the closure of H in G. The aim of this note is to determine all topological groups with the property that every non-trivial discrete subgroup is cocompact.



中文翻译:

离散共紧凑亚群表征拓扑群

如果商空间\(G / {\ overline {H}} \)是紧凑的,其中\({\ overline {H}} \)表示闭包,则拓扑组G的子组H被称为cocompact(或一致)。GH个数。本注释的目的是确定所有拓扑组,每个非平凡的离散子组是互紧的。

更新日期:2021-02-16
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