Curvature estimates for spacelike hypersurfaces in de Sitter space

BALLESTEROS-CHAVEZ, DANIEL (2019) Curvature estimates for spacelike hypersurfaces in de Sitter space. Doctoral thesis, Durham University.

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Local estimates of the maximal curvatures of admissible spacelike hypersurfaces in de Sitter space for k-symmetric curvature functions are obtained. They depend on interior and boundary data. The curvature function is also assumed to depend on the tilt/slope of the hypersurface and an additional growth condition holds.

Item Type	Thesis (Doctoral)
Divisions	Faculty of Science > Mathematical Sciences, Department of
Date Deposited	22 Nov 2019 13:55
Last Modified	16 Mar 2026 17:55

picture_as_pdf: thesis_DBCh.pdf

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