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- W267001034 abstract "1 Lemma and main results Entire functions of exponential type and cardinal splines are both fundamental approximating tools for the classes of functions defined on line R. On the one hand, in the 1930s, Krein, Akhieser, Berstein studied the extremal properties of entire func-tions of exponential type and obtained many outstanding results. On the other hand, in" @default.
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- W267001034 title "The asymptotic connection between approximation by cardinal splines and entire functions of exponential type" @default.
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