广义高维Cochrane和的上界估计

摘要

引入广义高维Cochrane和，利用超级Kloosterman 和的性质以及Dirichlet L-函数的均值定理研究广义高维Cochrane和，从而给出了上界估计以及平方均值渐近公式。%In order to introduce a generalized high-dimensional Cochrane sum ,by using properties of hy-per-Kloosterman sum and the mean value theorems of Dirichlet L-functions ,the upper bound estimate of the generalized high-dimensional Cochrane sum is studied ,and an interesting mean value formula is giv-en .