方程x^n+y^n=z^n在费波纳奇矩阵上的解

The Solution for the Equation of x^n+y^n=z^n in Fibonacci Matrix

Fibonacci矩阵是一种特殊的二阶矩陈,广义Fibonacci矩阵是m(m>2)阶的Fibonacci矩阵,在广义Fibonacci矩阵集合中,方程xn+yn=zn,n∈N,没有解(n,x,y,z)。

Fibonacci Matrix is a special second order matrix. The generalized Fibonacci Matrix is the Fibonacci Matrix of m（ m 〉 2） order. In the generalized Fibonacci Matrix set, there is no solution （ n, x,y,z） for the equation of x^n ＋ y^n = z^n , n ∈ N.