HIGHER POWER MOMENTS OF COEFFICIENTS ATTACHED TO THE DEDEKIND ZETA FUNCTION-Reference-Cited by-同舟云学术

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HIGHER POWER MOMENTS OF COEFFICIENTS ATTACHED TO THE DEDEKIND ZETA FUNCTION

Published:2024-04-01 Issue:1 Volume:LXIX Page:1-10
ISSN:0035-3965
Container-title:Revue Roumaine Mathematiques Pures Appliquees
language:
Short-container-title:Rev. Roumaine Math. Pures Appl.

Author:

,HUA GUODONG,CHEN BIN,

Abstract

Let K3 be a non-normal cubic extension over Q. In this paper, we investigate the higher moments of coefficients aK3 (n) of the Dedekind zeta function of the following type X n≤x al K3 (n), where l ≥ 4 is any fixed positive integer.

Publisher

Editura Academiei Romane

Reference24 articles.

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3. [3] L. Clozel and J.A. Thorne, Level-raising and symmetric power functoriality. I. Compos. Math. 150 (2014), 729-748.

4. [4] L. Clozel and J.A. Thorne, Level-raising and symmetric power functoriality. II. Ann. of Math. 181 (2015), 303-359.

5. [5] L. Clozel and J.A. Thorne, Level-raising and symmetric power functoriality. III. Duke Math. J. 166 (2017), 325-402.

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