Quasi-Monte Carlo integration in unanchored Sobolev spaces |
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| Authors: | Jana Fialová |
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| Affiliation: | 1. Mathematical Institute, Slovak Academy of Sciences, ?tefánikova 49, SK-814 73, Bratislava, Slovakia
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| Abstract: | We find a concrete sequence of N points, for which the squared worst-case quasi-Monte Carlo error in the Hilbert space of continuous functions defined on [0, 1] with square integrable second derivative is smaller than for the centered regular lattice point set. |
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