论文标题
与三乘积功能相关系数的平均行为
On the average behavior of coefficients related to triple product L-functions
论文作者
论文摘要
在本文中，我们研究了三产品L功能系数的平均行为以及一些相关的L功能，与正常化的原始原始性溶性cusp形式$ f（z）$ f（z）$ f（z）重量$ k $的全部模块化组$ sl（2，\ \ \ \ \ \ \ \ \ \ \ m rathbb {z}）。 同时地。
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 $SL(2,\ \mathbb{Z}).$ Here we call $f(z)$ a primitive cusp form if it is an eighenfunction of all Hecke operators simultaneously.
