摘要
多项式整数值的完全方幂问题是数论中引人关注的热点之一。利用Pell方程的基本性质找出了可使1+25n(n+1)/2为平方数的所有正整数n.
The problem of the perfect powers in polynomial integer values is a noticeable question for study of theory number.All positive integers which make numbers with the form 1+25n(n+1)/2 to be square numbers were given by using the basic knowledge of the Pell equation in this paper.
出处
《天水师范学院学报》
2008年第5期18-19,共2页
Journal of Tianshui Normal University
关键词
平方数
PELL方程
正整数解
square numbers
Pell equation
positive integer solution
