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Groupprops, The Group Properties Wiki (pre-alpha)

Every group is a malnormal subgroup of a complete group

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Statement

Suppose G is a group. Then, there exists a complete group H containing G as a malnormal subgroup.

Related facts

Retrieved from "http://groupprops.subwiki.org/wiki/Every_group_is_a_malnormal_subgroup_of_a_complete_group"
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Fact aboutComplete group  +, and Malnormal subgroup  +
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