Properties of Various Surfaces by Contact with a Standard Cuspidal Edge (Research on topology and differential geometry using singularity theory of differentiable maps)

Yamamoto, Yoshiki

Bibliographic Information

Other Title

標準カスプ辺との接触による様々な曲面の性質について (可微分写像の特異点論を用いたトポロジー・微分幾何学の研究)

Abstract

Recently, there are many studies about singularities by using height functions and distance squared functions. Height function investigates approximation with the plane, and distance squared function do with the sphere. In this paper, like previous two methods, we study classification of critical point of function which investigates approximation with standard cuspidal edge.

Journal

RIMS Kokyuroku

RIMS Kokyuroku 2140 94-101, 2019-12

京都大学数理解析研究所

Details 詳細情報について

CRID: 1050848650309270144

NII Article ID: 120006888211

NII Book ID: AN00061013

ISSN: 18802818

HANDLE: 2433/254926

Text Lang: ja

Article Type: departmental bulletin paper

Data Source

IRDB
CiNii Articles

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