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A family of Hilbert spaces which are not reproducing kernel Hilbert spaces.
2003For a given countable dense subset \(A\) of the unit disc \(\mathbb D\) a Hilbert space \(E\) of analytic functions on \(\mathbb D\) is constructed in such a way that for every point of \(A\) the corresponding point evaluation functional is unbounded on \(E\).
Mills, Terence., Alpay, Daniel.
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Data-Driven Optimization: A Reproducing Kernel Hilbert Space Approach
Operations Research, 2022Nihal Koduri, Dimitris J Bertsimas
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Norm of the Hilbert matrix operator on the Korenblum space
Journal of Mathematical Analysis and Applications, 2022Jineng Dai
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On some inequalities for numerical radius of semi-Hilbert space multioperators
Georgian Mathematical Journal, 2023Sid Ahmed Ould Ahmed Mahmoud
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