The Average Size of Ramanujan Sums over Cubic Number Fields
Jing MaHuayan SunWenguang Zhai
所有作者
Jing MaHuayan SunWenguang Zhai
文献摘要
Let K be a cubic number field. In this paper, we study the Ramanujan sums
c_{J}(I), where I and J are integral ideals in O_{K}. The asymptotic behaviour
of sums of c_{J}(I) over both I and J is investigated.