THE AXIOM OF PLANE ON WARPED PRODUCT MODELS AND ITS APPLICATION

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概要

• 論文の詳細を見る

• We establish the axiom of plane for warped product models. The axiom applies to a classical problem discussed by H. von Mangoldt and Cohn-Vossen on the size of poles of convex surfaces of revolution. The radius of the smallest ball containing the set of all poles on a Euclidean $ n $-model can be expressed by using the warping function of it.

• 九州大学の論文

著者

• Mashiko Yukihiro

  Department Of Mathematics Faculty Of Science And Engineering Saga University

• Mashiko Yukihiro

  Department Mathematics Faculty Of Science And Engineeringa Saga University

• SHIOHAMA Katsuhiro

  Depatment of Mathematics Faculty of Science and Engineering Saga University

• Mashiko Yukihiro

  Department Mathematics Faculty Of Science And Engineering Saga University

関連論文

• THE AXIOM OF PLANE ON WARPED PRODUCT MODELS AND ITS APPLICATION
• Comparison geometry referred to warped product models
• The asymptotic cones of manifolds of roughly non-negative radial curvature

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