摘要
设D是素数.主要研究丢番图方程x3±1=3Dy2正整数解的情况.利用初等数论的方法得到了丢番图方程x3±1=3D y2无正整数解的一个充分条件.
Let D be a prime number. Positive integer solutions of the Diophantine equation x^3 ±1 = 3Oy^2 were studied. And a sufficient condition for nonexistence of positive integer solution to the Diophantine equation was obtained by using elementary number theory
出处
《温州大学学报（自然科学版）》
2011年第2期27-29,共3页
Journal of Wenzhou University(Natural Science Edition)
关键词
丢番图方程
正整数解
素数
Diophantine Equation
Positive Integer Solution
Prime Number
