Matches in DBpedia 2016-04 for { ?s ?p "In conformal geometry, the ambient construction refers to a construction of Charles Fefferman and Robin Graham for which a conformal manifold of dimension n is realized (ambiently) as the boundary of a certain Poincaré manifold, or alternatively as the celestial sphere of a certain pseudo-Riemannian manifold.The ambient construction is canonical in the sense that it is performed only using the conformal class of the metric: it is conformally invariant."@en }
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- Ambient_construction comment "In conformal geometry, the ambient construction refers to a construction of Charles Fefferman and Robin Graham for which a conformal manifold of dimension n is realized (ambiently) as the boundary of a certain Poincaré manifold, or alternatively as the celestial sphere of a certain pseudo-Riemannian manifold.The ambient construction is canonical in the sense that it is performed only using the conformal class of the metric: it is conformally invariant.".
- Q4741429 comment "In conformal geometry, the ambient construction refers to a construction of Charles Fefferman and Robin Graham for which a conformal manifold of dimension n is realized (ambiently) as the boundary of a certain Poincaré manifold, or alternatively as the celestial sphere of a certain pseudo-Riemannian manifold.The ambient construction is canonical in the sense that it is performed only using the conformal class of the metric: it is conformally invariant.".