Mean value theorems for the double zeta-function
classification
🧮 math.NT
keywords
doubleformulasmeanzeta-functionanalogueasymptoticenableeuler
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We prove asymptotic formulas for mean square values of the Euler double zeta-function $\zeta_2(s_0,s)$, with respect to $\Im s$. Those formulas enable us to propose a double analogue of the Lindel{\"o}f hypothesis.
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