Convergence Speed for Fekete Points on Uniformly Polynomially Cuspidal Sets

Hyunsoo Ahn, Ngoc Cuong Nguyen
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Abstract

We obtain the convergence speed for Fekete points on uniformly polynomially cuspidal compact sets introduced by Pawlucki and Ple\'sniak. This is done by showing that these sets are $(\mathscr{C}^{\alpha}, \mathscr{C}^{\alpha'})$-regular in the sense of Dinh, Ma and Nguyen.
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均匀多项式曲面集上 Fekete 点的收敛速度
我们得到了 Pawlucki 和 Ple\'sniak 引入的均匀多项式cuspidal 紧凑集上的 Fekete 点的收敛速度。这是通过证明这些集合在丁(Dinh)、马(Ma)和阮(Nguyen)的意义上是$(\mathscr{C}^{\alpha},\mathscr{C}^{\alpha'})$正则集合来实现的。
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