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- W2896083606 abstract "The reductivity of a spherical curve is the minimal number of a local transformation called an inverse-half-twisted splice required to obtain a reducible spherical curve from the spherical curve. It is unknown if there exists a spherical curve whose reductivity is four. In this paper, an unavoidable set of configurations for a spherical curve with reductivity four is given by focusing on 5-gons. It has also been unknown if there exists a reduced spherical curve which has no 2-gons and 3-gons of type A, B and C. This paper gives the answer to the question by constructing such a spherical curve." @default.
- W2896083606 created "2018-10-26" @default.
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- W2896083606 date "2017-05-06" @default.
- W2896083606 modified "2023-09-27" @default.
- W2896083606 title "A note on unavoidable sets for a spherical curve of reductivity four" @default.
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