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- Langlands_decomposition abstract "In mathematics, the Langlands decomposition writes a parabolic subgroup P of a semisimple Lie group as a product of a reductive subgroup M, an abelian subgroup A, and a nilpotent subgroup N.".
- Langlands_decomposition wikiPageID "11085278".
- Langlands_decomposition wikiPageRevisionID "476907035".
- Langlands_decomposition hasPhotoCollection Langlands_decomposition.
- Langlands_decomposition subject Category:Algebraic_groups.
- Langlands_decomposition subject Category:Lie_groups.
- Langlands_decomposition type Abstraction100002137.
- Langlands_decomposition type AlgebraicGroups.
- Langlands_decomposition type Group100031264.
- Langlands_decomposition type LieGroups.
- Langlands_decomposition comment "In mathematics, the Langlands decomposition writes a parabolic subgroup P of a semisimple Lie group as a product of a reductive subgroup M, an abelian subgroup A, and a nilpotent subgroup N.".
- Langlands_decomposition label "Langlands decomposition".
- Langlands_decomposition sameAs m.02q_j72.
- Langlands_decomposition sameAs Q6486187.
- Langlands_decomposition sameAs Q6486187.
- Langlands_decomposition sameAs Langlands_decomposition.
- Langlands_decomposition wasDerivedFrom Langlands_decomposition?oldid=476907035.
- Langlands_decomposition isPrimaryTopicOf Langlands_decomposition.