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On rotation surfaces in the Minkowski 3-dimensional spacewith pointwise 1-type gauss map

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Abstract

In this paper, we studyrotation surfaces in the Minko-wski 3-dimensional space withpointwise 1-type Gauss map and obtain by the use of the conceptof pointwise finite type Gauss map, a characterization theoremconcerning rotation surfaces and constancy of the mean curvatureof certain open subsets on these surfaces.

참고문헌 (8)

  1. "Onthe Gauss map of B-scrolls", 22, pp.317~377 (1998)
  2. "submanifolds of finite type", 9, pp.65~ (1987)
  3. "Submanifolds with finite typeGauss map", 35, pp.161~ (1987)
  4. "On the Gauss map of ruled surfaces in athree-dimensional Minkowski space", 19, pp.285~304 (1995)
  5. "Characterization of thehelicoid as ruled surfaces with pointwise 1-type Gauss map", 38(4), pp.753~761 (2001)
  6. "On Isometric immersions of thehyperbolic plane into the Lorentz-Minkowski space and theMonge-Amp`re equation of a certain type", 262, pp.245~ (1983)
  7. "Ruled surfaces with pointwise 1-type Gaussmap", 34, pp.191~205 (2000)
  8. "Rotation surfaces with pointwise 1-type Gauss map" (2003)

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