The geometry of lightlike hypersurfaces of the de Sitter space

Mathematics – Differential Geometry

Scientific paper

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LaTeX, 32 pages;, to be published in Acta Appl.Math., 1998

Scientific paper

It is proved that the geometry of lightlike hypersurfaces of the de Sitter
space S^{n+1}_1 is directly connected with the geometry of hypersurfaces of the
conformal space C^n. This connection is applied for a construction of an
invariant normalization and an invariant affine connection of lightlike
hypersurfaces as well as for studying singularities of lightlike hypersurfaces.

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