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One Level Density of Low-lying Zeros of Quadratic Hecke L-functions of Imaginary Quadratic Number Fields
In this paper, we prove a one level density result for the low-lying zeros of quadratic Hecke L-functions of imaginary quadratic number fields of class number one. As a corollary, we deduce, essentially, that at least (19−cot(1/4))/16=94.27...% of the L-functions under consideration do not vanish at 1/2.
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