素数模高次同余式有解的判定准则  

A CRITERION ON THE EXISTENCE OF SOLUTIONS FOR THE HIGHER ORDER CONGRUENCES OF PRIME MODULUS

作　　者：严家森[1] 

机构地区：[1]四川师范学院数学系

出　　处：《四川师范学院学报（自然科学版）》1998年第3期265-268,共4页Journal of Sichuan Teachers College(Natural Science)

摘　　要：给出了素数模高次同余式有解的１个判定准则，在有解时直接得出解的个数，并通过解１个次数最低的同余式得到其所有解。The author establishes a criterion on which the existence of solutions can be judged for the higher order congruences of prime modulus.It has also been proved that when the solutions exist,they can be got by determining a lowest order congruence's solutions.

关 键 词：素数模 高次 同余式 解 等价 判定准则 

分 类 号：O156.1[理学—数学]