Difference between revisions of "Permutable 2-subnormal subgroup"

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(Created page with '{{subgroup property conjunction|permutable subgroup|2-subnormal subgroup}} ==Definition== A subgroup of a group is termed a '''permutable 2-subnormal subgroup''' if it ...')
 
(Weaker properties)
 
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* [[Stronger than::Permutable subnormal subgroup]]
 
* [[Stronger than::Permutable subnormal subgroup]]
 
* [[Stronger than::Permutable subgroup]]
 
* [[Stronger than::Permutable subgroup]]
 +
* [[Stronger than::2-subnormal subgroup]]
 
* [[Stronger than::Subnormal subgroup]]
 
* [[Stronger than::Subnormal subgroup]]
 
* [[Stronger than::Conjugate-permutable subgroup]]
 
* [[Stronger than::Conjugate-permutable subgroup]]

Latest revision as of 02:29, 2 April 2009

This page describes a subgroup property obtained as a conjunction (AND) of two (or more) more fundamental subgroup properties: permutable subgroup and 2-subnormal subgroup
View other subgroup property conjunctions | view all subgroup properties

Definition

A subgroup of a group is termed a permutable 2-subnormal subgroup if it is both a permutable subgroup and a 2-subnormal subgroup.

Relation with other properties

Stronger properties

Weaker properties