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- Weakly_symmetric_space abstract "In mathematics, a weakly symmetric space is a notion introduced by the Norwegian mathematician Atle Selberg in the 1950s as a generalisation of symmetric space, due to Élie Cartan. Geometrically the spaces are defined as complete Riemannian manifolds such that any two points can be exchanged by an isometry, the symmetric case being when the isometry is required to have period two. The classification of weakly symmetric spaces relies on that of periodic automorphisms of complex semisimple Lie algebras. They provide examples of Gelfand pairs, although the corresponding theory of spherical functions in harmonic analysis, known for symmetric spaces, has not yet been developed.".
- Weakly_symmetric_space wikiPageID "19571465".
- Weakly_symmetric_space wikiPageRevisionID "491705875".
- Weakly_symmetric_space hasPhotoCollection Weakly_symmetric_space.
- Weakly_symmetric_space subject Category:Differential_geometry.
- Weakly_symmetric_space subject Category:Harmonic_analysis.
- Weakly_symmetric_space subject Category:Homogeneous_spaces.
- Weakly_symmetric_space subject Category:Lie_groups.
- Weakly_symmetric_space subject Category:Riemannian_geometry.
- Weakly_symmetric_space type Abstraction100002137.
- Weakly_symmetric_space type Attribute100024264.
- Weakly_symmetric_space type Group100031264.
- Weakly_symmetric_space type HomogeneousSpaces.
- Weakly_symmetric_space type LieGroups.
- Weakly_symmetric_space type Space100028651.
- Weakly_symmetric_space comment "In mathematics, a weakly symmetric space is a notion introduced by the Norwegian mathematician Atle Selberg in the 1950s as a generalisation of symmetric space, due to Élie Cartan. Geometrically the spaces are defined as complete Riemannian manifolds such that any two points can be exchanged by an isometry, the symmetric case being when the isometry is required to have period two.".
- Weakly_symmetric_space label "Weakly symmetric space".
- Weakly_symmetric_space sameAs m.04myf74.
- Weakly_symmetric_space sameAs Q7977985.
- Weakly_symmetric_space sameAs Q7977985.
- Weakly_symmetric_space sameAs Weakly_symmetric_space.
- Weakly_symmetric_space wasDerivedFrom Weakly_symmetric_space?oldid=491705875.
- Weakly_symmetric_space isPrimaryTopicOf Weakly_symmetric_space.