Bounds of double zeta-functions and their applications

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Abstract

In this paper, we shall improve the bounds on Euler-Zagier type double zeta-functions in the region 0 < Re sj < 1 (j = 1, 2) which provides a positive answer to a conjecture posed by Kiuchi and Tanigawa (2006). As an application, we improve the error term that appears in the asymptotic formula for the moment of the double zeta-function.

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Banerjee, D., Minamide, T. M., & Tanigawa, Y. (2020). Bounds of double zeta-functions and their applications. Pacific Journal of Mathematics, 304(1), 15–41. https://doi.org/10.2140/pjm.2020.304.15

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