A imagem retificadora desenvolvível e a imagem esférica de Darboux de uma curva espacial

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Abstract

Neste artigo, estudamos singularidades de certas superfícies e curvas associadas à família de planos retificadores ao longo de curvas espaciais. Estabelecemos as relações entre as singularidades desses sujeitos e invariantes geométricos de curvas que são profundas.

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Authors

Shyūichi Izumiya

Hokkaido University

Haruyo Katsumi

Takako Yamasaki

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Banach Center Publications

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Hokkaido University

Otsuka (Japan)

Ochanomizu University

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Izumiya et al. (Sex,) estudaram esta questão.

synapsesocial.com/papers/69de5494da08968cf7b0bf82 — DOI: https://doi.org/10.4064/-50-1-137-149

Also consider

Synapse has enriched 5 closely related papers on similar clinical questions. Consider them for comparative context:

Differential Geometry of Curves and Surfaces· 2019 · 542 citations
The normal singularities of a submanifold· 1971 · 123 citations
Curves and Singularities· 1992 · 583 citations
Geometric differentiation: for the intelligence of curves and surfaces· 1995 · 207 citations
SINGULARITIES OF THE TANGENT DEVELOPABLE SURFACE OF A SPACE CURVE· 1989 · 54 citations

Also consider

Synapse has enriched 5 closely related papers on similar clinical questions. Consider them for comparative context:

Differential Geometry of Curves and Surfaces· 2019 · 542 citations
The normal singularities of a submanifold· 1971 · 123 citations
Curves and Singularities· 1992 · 583 citations
Geometric differentiation: for the intelligence of curves and surfaces· 1995 · 207 citations
SINGULARITIES OF THE TANGENT DEVELOPABLE SURFACE OF A SPACE CURVE· 1989 · 54 citations

A imagem retificadora desenvolvível e a imagem esférica de Darboux de uma curva espacial

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Abstract

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Discussion

Authors

Journals

Actions

Institutions

References and Citations

Citation Network

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Discussion

Cite this study

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