논문KCI 등재
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)
- E. Cartan, "Sur le groupe de la g´eom´etrie hypersph´erique", Comment. Math. Helv, 4(1), pp.158~171 (1932)
- W. M. Goldman, "Complex hyperbolic geometry, Oxford Mathematical Monographs" (1999), The Clarendon Press, Oxford University Press
- 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]
- J. R. Parker, "Notes on complex hyperbolic geometry", Lecture Notes, ~ (2010)
- C. Ramos-Cuevas, "Mexican mathematicians abroad: recent contributions", pp.189~196, Aportaciones Mat, Amer. Math. Soc
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