Matches in DBpedia 2015-10 for { ?s ?p "In mathematics, in the field of group theory, a contranormal subgroup is a subgroup whosenormal closure in the group is the whole group. Clearly, a contranormal subgroup can be normal only if it is the whole group.Some facts: Every subgroup of a finite group is a contranormal subgroup of a subnormal subgroup. In general, every subgroup of a group is a contranormal subgroup of a descendant subgroup. Every abnormal subgroup is contranormal.↑"@en }
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- Contranormal_subgroup abstract "In mathematics, in the field of group theory, a contranormal subgroup is a subgroup whosenormal closure in the group is the whole group. Clearly, a contranormal subgroup can be normal only if it is the whole group.Some facts: Every subgroup of a finite group is a contranormal subgroup of a subnormal subgroup. In general, every subgroup of a group is a contranormal subgroup of a descendant subgroup. Every abnormal subgroup is contranormal.↑".
- Contranormal_subgroup comment "In mathematics, in the field of group theory, a contranormal subgroup is a subgroup whosenormal closure in the group is the whole group. Clearly, a contranormal subgroup can be normal only if it is the whole group.Some facts: Every subgroup of a finite group is a contranormal subgroup of a subnormal subgroup. In general, every subgroup of a group is a contranormal subgroup of a descendant subgroup. Every abnormal subgroup is contranormal.↑".