【摘要】 令ａ、ｂ、ｃ为正整数，Ｋ是使ａＫ＝ｂｘ＋ｃｙ（ｘ≥０，ｙ≥０）（１）成立的最小正整数。本文应用连分数的性质，给出三元范式（１）的一个解法。更多还原

【Abstract】 Supposed that a,b and c are positive integer, K is the smallest positive integer which makes the formula aK=bx+cy(x≥0,y≥0)(1) established.Using the properties of continued fraction,this paper gives one solution to the ternary normal form(1).更多还原