关于丢番图方程ax^2+bxy+cy^2=dz^2的整数解

On the Integer Solution to Diophantine Equation ax^2+bxy+cy^2=dz^2

当丢番图方程ax2 +bxy +cy2 =dz2 有一组整数解时 ,给出了它满足 (x ,y ,z) =1的全部整数解的公式。

This paper provides a formula for all of the integer siolutins which satisty (x,y,z)=1,When there is a set of integer solutions to diophantine equation ax 2+bxy+cy 2=dz 2.