In this paper, we show that the Pseudo-Symmetric property of spherical point set can be characterized by the eigen values of eigenpolynomial and it has the closeness under the metric sum operation.
本文证明了球面有限点集
对称性可以完全由其特征多
根来刻画，并得
了在度量加运
对称性具有封闭性.
In this paper, we show that the Pseudo-Symmetric property of spherical point set can be characterized by the eigen values of eigenpolynomial and it has the closeness under the metric sum operation.
本文证明了球面有限点集对称性可以完全由其特征多根来刻画，并得了在度量加运对称性具有封闭性.
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