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In this paper, we show that a short simple closed geo-desic in quaternionic hyperbolic 2-manifold has an embedded tubu-lar neighborhood whose width only depends on the length of thegeodesic.
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참고문헌 (7)
참고문헌 신청
/ 1999. / Complex Hyperbolic Geometry
/ 2003 / Geometry of quaternionic hyperbolic manifolds (2) : 291 ~ 320
/ 2003 / J\"orgensen's inequality for complex hyperbolic space : 55 ~ 80
/ 2004 / Discreteness criterions of isometric subgroups for quaternionic hyperbolic space : 51 ~ 78
/ 2004 / On discrete groups of quaternionic hyperbolic motions
/ 2003 / Geometry of quaternionic hyperbolic manifolds (2) : 291 ~ 320
/ 2003 / J\"orgensen's inequality for complex hyperbolic space : 55 ~ 80
/ 2004 / Discreteness criterions of isometric subgroups for quaternionic hyperbolic space : 51 ~ 78
/ 2004 / On discrete groups of quaternionic hyperbolic motions
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