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- Commutant abstract "In algebra, the commutant of a subset S of a semigroup (such as an algebra or a group) A is the subset S′ of elements of A commuting with every element of S. In other words,S′ forms a subsemigroup. This generalizes the concept of centralizer in group theory.".
- Commutant wikiPageID "455967".
- Commutant wikiPageRevisionID "581837691".
- Commutant hasPhotoCollection Commutant.
- Commutant subject Category:Group_theory.
- Commutant comment "In algebra, the commutant of a subset S of a semigroup (such as an algebra or a group) A is the subset S′ of elements of A commuting with every element of S. In other words,S′ forms a subsemigroup. This generalizes the concept of centralizer in group theory.".
- Commutant label "Commutant".
- Commutant label "Commutant".
- Commutant sameAs Commutant.
- Commutant sameAs 交換団.
- Commutant sameAs m.02bnnw.
- Commutant sameAs Q2989713.
- Commutant sameAs Q2989713.
- Commutant wasDerivedFrom Commutant?oldid=581837691.
- Commutant isPrimaryTopicOf Commutant.