不定方程x^2＋y^2＋z^2=2（xy＋yz＋xz）的解及其性质
Solution to Indefinite Equation x^2＋y^2＋z^2=2（xy＋yz＋xz） and its Properties
摘要
从方程自身的特征出发,研究解的特性,引入方程的同组解、邻解、奇解与非奇解、互质解的概念,得出方程最简单的解和互质解谱树图,导出一系列解的性质的结论,且可由方程的最简单的解和互质解谱树图求出方程全部解的结果。
Abstract
By surveying the properties of the equation,the author studies the characteristics of the solution,and introduces the concepts of adjacent solution,singular solution,non-singular solution,coprime solution etc,and has obtained the simplest solution and fam
关键词
邻解/奇解/互质解/解谱树图Key words
adjacent solution/singular solution/coprime solution/family tree引用本文复制引用
出版年
2011
NETL
NSTL
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