关于丢番图方程x^4±y^6=z^2

On the Diophantine Equations x_4±y_6=z_2

利用初等方法证明了丢番图方程x4±y6 =z2 ,(x ,y)

With the help of the elementary theory of number,this paper shows that the diophantine equations x 4±y 6=z 2 has no positive integer solutions when (x,y)=1.