新多项式与Fermat最后定理

A NEW POLYNOMIAL AND FERMAT' S LAST THEOREM

整数n≥3,任意整数组u>0,v>0,多项式其中定义域0<x<+∞。本文获得下面的结果: (1)设f_n(x)没有正整数解的等价条件为Fermat最后定理成立。 (2)f_n(x)没有正整数解。

We define a new polynomial where n is 3 or greater and u, v may be any positive integers. In this paper we shall prove the following results. (1) If f_n(x) has no positive integer solution(?)Fermat's lest theorem(The femous conjecture of mathematics that the eguation x^n+y^n=z^n, where n is 3 or greater, has no solution in which x, y, z are all positive intgers) (2) f_n(x) has no positive integer solution.