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- Anti-de_Sitter_space abstract "In mathematics and physics, n-dimensional anti-de Sitter space, sometimes written , is a maximally symmetric Lorentzian manifold with constant negative scalar curvature. It is the Lorentzian analogue of n-dimensional hyperbolic space, just as Minkowski space and de Sitter space are the analogues of Euclidean and elliptical spaces respectively. It is best known for its role in the AdS/CFT correspondence. The Anti-de Sitter space, as well as the de Sitter space is named after Willem de Sitter (1872-1934), professor of astronomy at Leiden University and director of the Leiden Observatory. Willem de Sitter and Albert Einstein worked in the 1920's in Leiden closely together on the space-time structure of our universe. In the language of general relativity, anti-de Sitter space is a maximally symmetric, vacuum solution of Einstein's field equation with a negative (attractive) cosmological constant (corresponding to a negative vacuum energy density and positive pressure).In mathematics, anti-de Sitter space is sometimes defined more generally as a space of arbitrary signature (p,q). Generally in physics only the case of one timelike dimension is relevant. Because of differing sign conventions, this may correspond to a signature of either (n−1, 1) or (1, n−1).".
- Anti-de_Sitter_space wikiPageExternalLink ads-cft2.pdf.
- Anti-de_Sitter_space wikiPageExternalLink Kurs.pdf.
- Anti-de_Sitter_space wikiPageID "301670".
- Anti-de_Sitter_space wikiPageRevisionID "603286453".
- Anti-de_Sitter_space author "Qingming Cheng".
- Anti-de_Sitter_space id "A/a110620".
- Anti-de_Sitter_space title "Anti-de Sitter space".
- Anti-de_Sitter_space subject Category:Differential_geometry.
- Anti-de_Sitter_space subject Category:Exact_solutions_in_general_relativity.
- Anti-de_Sitter_space comment "In mathematics and physics, n-dimensional anti-de Sitter space, sometimes written , is a maximally symmetric Lorentzian manifold with constant negative scalar curvature. It is the Lorentzian analogue of n-dimensional hyperbolic space, just as Minkowski space and de Sitter space are the analogues of Euclidean and elliptical spaces respectively. It is best known for its role in the AdS/CFT correspondence.".
- Anti-de_Sitter_space label "Anti-de Sitter space".
- Anti-de_Sitter_space label "Anti-de Sitter-metriek".
- Anti-de_Sitter_space label "Anti-de-Sitter-Raum".
- Anti-de_Sitter_space label "Espace anti de Sitter".
- Anti-de_Sitter_space label "Przestrzeń anty de Sittera".
- Anti-de_Sitter_space label "Spazio Anti de Sitter".
- Anti-de_Sitter_space label "Пространство анти-де Ситтера".
- Anti-de_Sitter_space sameAs Anti-de-Sitter-Raum.
- Anti-de_Sitter_space sameAs Espace_anti_de_Sitter.
- Anti-de_Sitter_space sameAs Spazio_Anti_de_Sitter.
- Anti-de_Sitter_space sameAs 반_더_시터르_공간.
- Anti-de_Sitter_space sameAs Anti-de_Sitter-metriek.
- Anti-de_Sitter_space sameAs Przestrzeń_anty_de_Sittera.
- Anti-de_Sitter_space sameAs m.01rzdd.
- Anti-de_Sitter_space sameAs Q574780.
- Anti-de_Sitter_space sameAs Q574780.
- Anti-de_Sitter_space wasDerivedFrom Anti-de_Sitter_space?oldid=603286453.
- Anti-de_Sitter_space isPrimaryTopicOf Anti-de_Sitter_space.