標題: 對模n與零同餘之K次根
The K-th Roots of Zero (mod-n)
作者: 徐松梅
S.M.Hsu
公開日期: 七月-1978
出版社: 交大學刊編輯委員會
摘要: Let k>0 be a positive integer. For each positive n ,let δk(n) be the largest integer such that (δk(n))^k≡0(mod n ).For any positive real number x ,let Dk(x)=∑n<x δk(n) .The purpose of this note is to investigate the order of Dk(x).The main result is the following theorem: Dk(x)/x→ξ(k*1)/ξ(k) for k>2 whereξ(s) is known as Riemann zeta function.
URI: http://hdl.handle.net/11536/137615
期刊: 交通大學學報
The Journal of National Chiao Tung University
Volume: 5
起始頁: 65
結束頁: 67
顯示於類別:交通大學學報


文件中的檔案:

  1. HT001311-03.pdf