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Abstract: Let D be the open unit disk of the complex plane. Its boundary, the unit circle of the complex plane, is denoted by #D.Let K n:= C ,|a k . (Update)
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BibTeX entry: (Update)
@misc{ -unknown,
title = "Unknown",
url = "citeseer.ist.psu.edu/608452.html" }
Citations (may not include all citations):127 Constructive Approximation (context) - DeVore, Lorentz - 1993
57 Polynomials and Polynomial Inequalities (context) - Borwein, Erdelyi - 1995
51 London Math (context) - Korner, of et al. - 1980
13 Some unsolved problems (context) - Erdos - 1957
8 Littlewood-type problems - Borwein, Erdelyi et al. - 1999
6 Sur les polynomes a coe#cient unimodulaires (context) - Kahane - 1980
6 polynomials on the unit circle -- note on a problem of Littl.. (context) - Beck - 1991
4 An inequality for the maximum of trigonometric polynomials (context) - Erdos - 1962
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