Topologically Locally Finite Groups with a CC-Subgroup

Z. Arad; W. Herfort

doi:10.5802/jolt.371

January 1, 2005Journal of Lie theoryOpen Access

Topologically Locally Finite Groups with a CC-Subgroup

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Key Points

The research aims to classify totally disconnected topologically locally finite groups that contain a topological analogue of a CC-subgroup.
Building on prior classifications of finite groups with CC-subgroups
Applying topological concepts to extend the classification
Analyzing group properties to identify the structure of topological groups
All totally disconnected topologically locally finite groups with a CC-subgroup were classified
New structural insights into the role of CC-subgroups in these groups were presented

Implication

Authors classify totally disconnected topologically locally finite groups with a CC-subgroup, indicating new structural insights.

Abstract

In [6] the present authors, having taken all this work into account, classified all finite groups containing a CC-subgroup.As an application, in the present paper, we classify totally disconnected topologically locally finite groups, containing a topological analogue of a CC-subgroup.

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Arad et al. (2005) studied this question.

synapsesocial.com/papers/69c8c115de0f0f753b39ba7f https://doi.org/10.5802/jolt.371

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Topologically Locally Finite Groups with a CC-Subgroup

Key Points

Implication

Abstract

Discussion

Cite This Study

Topologically Locally Finite Groups with a CC-Subgroup

Key Points

Implication

Abstract

Discussion

Cite This Study

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