Solves Quadratic Diophantine Equations
'Diophantine' Equations, are those that are required to be solved in whole numbers (no fractional part). The equation concerned, here, is:- x^2 + B.x.y + A.y^2 = z^p. To be solved for x, y and z, for supplied A, B, and p. A pair of (whole, positive or negative) numbers, m and n, generate different solutions as they are varied. An included Text file 'Maths' explains the Maths used.