摘要
证明了Mapkov方程的非零整数解恒有形式x=(bt)/(b,c,d)y=(ct)/(b,c,d)z=(dt)/(b,c,d),这里b,c,d,t都是非零整数。
This article has proved that non -zero integer solution of Mapkov' s equation has always the form as the following X=(bt)/(b,c,d) y=(ct)/(b,c,d) z=(dt)/(b,c,d) where b,c,d and t are all be non - zero integers.
出处
《遵义师范学院学报》
2005年第2期60-61,共2页
Journal of Zunyi Normal University
关键词
方程
整数解
非零
Mapkov's equation
determinant
g.c.d.
integer solution
infinite descent method
