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- W2185989226 abstract "The n-th Chebyshev polynomial of the first kind, Tn, maximizes various functionals on Bn, the unit ball of real polynomials with respect to the uniform norm on [ 1, 1], see e.g. [3], [18], [20], [37], [41]. The earliest example (1854) is Chebyshev’s inequality [6] for the leading coefficient of Pn2 Bn (where Pn(x) = n P k=0" @default.
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- W2185989226 title "Variation on a Theme of Chebyshev: Sharp Estimates for the Leading Coefficients of Bounded Polynomials" @default.
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