摘要
本文通过对Pell方程的进一步研究得到了一个新且深刻的性质,由此完全解决了以下形式的不定方程这里a为给定的正整数,x>1,b,y>0,t>0,n>1为整数多变量,且当c=2或4时,2a.
in this paper we get a new and deep proposition by studying Pell's equation further. With this, we can completely solve the following diophantine equation where a, x are given integers, x>1, b, y>0, t>0, n>0 areintegral parameters, and if c = 2 or 4, let 2 a.
出处
《长沙铁道学院学报》
CSCD
1994年第3期79-84,共6页
Journal of Changsha Railway University
关键词
PELL方程
整数解
模
Pell's equation, integral solutions, modulus