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Tchebychev surfaces of S^3(1) with constant curvature functions
Authors
Tsasa Lusala
Publication date
10 December 2000
Publisher
Doi
Cite
Abstract
We prove that Tchebychev surfaces of
S
3
(
1
)
\mathbb{S}^3(1)
S
3
(
1
)
with constant mean curvature or with shape operator of constant squared length are isoparametric. We summarize our results in a survey of types of isoparametric and non-isoparametric Tchebychev surfaces
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Last time updated on 25/12/2021