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Improved bounds on the supremum of autoconvolutions. arXiv:0907.1379v2

By Máté Matolcsi and Carlos Vinuesa


Abstract. We give a slight improvement of the best known lower bound for the supremum of autoconvolutions of nonnegative functions supported in a compact interval. Also, by means of explicit examples we disprove a long standing natural conjecture of Schinzel and Schmidt concerning the extremal function for such autoconvolutions

Topics: B2[g]-sets, generalized Sidon sets
Year: 2013
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