摘要
众所周知通常求二元一次不定方程的整数解的方法有辗转相除法,矩阵方法和求连分数的渐近分数等方法。本文要提供一种方法,称为行列式解法,这种方法核心是将原有的连分数方法中的渐近分数的计算转化为行列式的计算,该方法清楚、简洁,并易于推广。
It is well known that we usually work out the two-fold linear indeterminate equation integer solution by the division algorithm, matrix finding continued fraction convergents, and so on. The article provides us the way of determinant, which we name. The main idea of the way is the determinant calculation instead of original continued fraction convergents calculation this way is clear simple and is easily used widely.
关键词
连分数
丢番图方程
行列式
Continued fraotion, n-taconvergent, excision
