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The Structure Theorem for the Cut Locus of a Certain Class of Cylinders of Revolution II
Author(s)
Chitsakul, Pakkinee
Furuya, Y.
Date Issued
June 1, 2015
Type
Article
Abstract
In the previous paper [C], the structure of the cut locus was determined for a class of surfaces of revolution homeomorphic to a cylinder. In this paper, we prove the structure theorem of the cut locus for a wider class of surfaces of revolution homeomorphic to a cylinder.
Citation
Tokyo Journal of Mathematics, 38(1), 239-248, 2015