Newton and Homeier Methods

Project description
The general task is Write a computer program to implement the Newton and the Homeier methods for finding roots of polynomials of comlex coefficients – the fractal

visualization of the convergence.

get these polyval functions in each file replaced with my Own Homeier function ( you have to create for me a Homeier function.

2. Implement Homeier shcem for evaluating a polynomial
w(x)= (x-1)(x+2)(x-3)(x+5)
z=[1, -2, 3, -5 ]
p= poly (z)
w(x)= p(1)x(to power)4 + p(2)x3 +p(3)x2 + p(4)x + p(5)

3. Implement the Homeier method and compare it with the Newton method.

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