摘要
通过证明得出方程ｘ３１＋ｘ３２＋ｘ３３＝ｙ３１＋ｙ３２＋ ｙ３３存在整数解，并推求出具有３６个等号的三次不定方程的正整数解，且每个等号两 边的各数之和均相等．
The existence is proved of the integral solution to the indefinite cubic equation x31+x32+x33=y31+y32+y33 , and the p ositive integral solution is found to the indefinite cubic equation containing 3 6 equality signs with the same sums of the numbers on both sides of the equlity.
出处
《柳州师专学报》
2002年第1期84-90,共7页
Journal of Liuzhou Teachers College
