Cercles de remplissage for the Riemann Zeta Function
[摘要] The celebrated theorem of Picard asserts that each non-constant entirefunction assumes every value infinitely often, with at most oneexception. The Riemann zeta function has this Picard behaviour in asequence of discs lying in the critical band and whose diameters tendto zero. According to the Riemann hypothesis, the value zero would bethis (unique) exceptional value.
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[效力级别] [学科分类] 数学（综合）
[关键词] cercles de remplissage;Riemann zeta function [时效性]
