Program specification and users guide: program AD50 : solution of transcendental complex equations by the downhill method (IM-MATH-011)

The downhill method is a numerical method for solving transcendental complex equations f(z) = 0, on which the only restriction is that the function w = f (Z) must be analytic. It is based on the theorem: if f (z) is analytic and f (x + iy) = R (x,y)...