  The Newton-Raphson (N-R) method is useful to find the roots of a polynomial
of degree n. However, this method is limited since it diverges for the case in
which polynomials only have complex roots if a real initial condition is taken.
In the present work, we explain an iterative method that is created using the
fractional calculus, which we will call the Fractional Newton-Raphson (F N-R)
Method, which has the ability to enter the space of complex numbers given a
real initial condition, which allows us to find both the real and complex roots
of a polynomial unlike the classical Newton-Raphson method.
