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Beurling-Landau densities of weighted Fekete sets and correlation kernel estimates
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Let $Q$ be a suitable real function on $C$. An $n$-Fekete set corresponding to $Q$ is a subset ${Z_{n1}},\dotsb, Z_{nn}}$ of $C$ which maximizes the expression $\Pi^n_i_{
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AMEUR, Yacin and ORTEGA CERDÀ, Joaquim. Beurling-Landau densities of weighted Fekete sets and correlation kernel estimates. Journal of Functional Analysis. 2012. Vol. 263, num. 7, pags. 1825-1861. ISSN 0022-1236. [consulted: 15 of August of 2026]. Available at: https://hdl.handle.net/2445/34752