摘要
运用代数数论与同余理论的方法,讨论不定方程x^2+2016=y^3的整数解问题,并证明了不定方程x^2+2016=y^3无整数解.
The problem of integer solution of the Diophantine equation x^2+2 016=y^3 is discussed by using the methods of algebraic number theory and congruence theory,and proves that the equation x^2+2 016=y^3 has no integer solution.
作者
汪爱红
丁建林
WANG Ai-hong;DING Jian-lin(Department of Mathematics,Gansu Normal University for Nationalities,Hezuo 747000,China;No.2 Middle School of Lintan County,Lintan 747500,China)
出处
《高师理科学刊》
2018年第8期13-14,共2页
Journal of Science of Teachers＇College and University
基金
甘肃省教育厅科研项目(2016B111)
关键词
不定方程
整数解
同余理论
Diophantine equation
integer solution
congruence theory
作者简介
汪爱红(1980-),女,甘肃天水人,讲师,从事应用数学研究.E-mail:wangaihong08@163.com.
