Abstract
In three different problems concerning Dirichlet series, we study in detail the role and optimality of a translation by $1/2$ on the abscissas. In particular, we show the non-existence of Rudin-Shapiro like Dirichlet polynomials.
Citation
S. V. Konyagin. H. Queffélec. "The Translation ½ in the Theory of Dirichlet Series." Real Anal. Exchange 27 (1) 155 - 176, 2001/2002.
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