Abstract
Let be a normalized primitive holomorphic cusp form of even integral weight for the full modular group . Let and be the normalized coefficients of the Dirichlet expansion of the Rankin–Selberg -function and triple product -function attached to , respectively. We establish the asymptotic formulae and the upper bounds for the three-dimensional divisor problems related to these normalized coefficients, respectively.
Citation
Guodong Hua. "THE THREE-DIMENSIONAL DIVISOR PROBLEMS RELATED TO CUSP FORM COEFFICIENTS." Rocky Mountain J. Math. 53 (6) 1847 - 1863, December 2023. https://doi.org/10.1216/rmj.2023.53.1847
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