On the average behavior of coefficients related to triple product L-functions
Abstract
In this paper, we study the average behaviour of the coefficients of triple product L-functions and some related L-functions corresponding to normalized primitive holomorphic cusp form f(z) of weight k for the full modular group SL(2,\ Z). Here we call f(z) a primitive cusp form if it is an eighenfunction of all Hecke operators simultaneously.
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