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The convex hull of three boundary points in complex hyperbolic space

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The convex hull of a generic triple of boundary points has non-zero finite volume in complex hyperbolic $2$-space.

Abstract

The convex hull of a generic triple of boundary points has non-zero finite volume in complex hyperbolic $2$-space.

참고문헌 (5)

  1. E. Cartan, "Sur le groupe de la g´eom´etrie hypersph´erique", Comment. Math. Helv, 4(1), pp.158~171 (1932)
  2. W. M. Goldman, "Complex hyperbolic geometry, Oxford Mathematical Monographs" (1999), The Clarendon Press, Oxford University Press
  3. Christoph Hummel, "Convex hulls in singular spaces of negative curvature", Annals of Global Analysis and Geometry, 18(2), pp.191~204 (2000), Springer Science and Business Media LLC[DOI]
  4. J. R. Parker, "Notes on complex hyperbolic geometry", Lecture Notes, ~ (2010)
  5. C. Ramos-Cuevas, "Mexican mathematicians abroad: recent contributions", pp.189~196, Aportaciones Mat, Amer. Math. Soc

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