using two consecutive values from a list in each iteration
<p>I have posted a part of my code below. Newton() function calls Bezier() function. The Bezier() function has a list from where I get p0 and p3. What I am trying to do is, in 1st iteration the program should take the first and second items from the plist as p0 and p3. Then in 2nd iteration, p0 and p3 are the second and third items and so on. With each iteration, the p0 and p3 values should change. It's like the new p0 is the old p3. I could not put this in the code properly. Thank you.  </p>

<pre><code>import math

w = 1.0

def Newton(poly):
    """ Returns a root of the polynomial"""
    x = 0.5  # initial guess value
    counter = 0
    epsilon = 0.000000000001
    poly_diff = poly_differentiate(poly)

    while True:
        x_n = x - (float(poly_substitute(poly, x)) / float(poly_substitute(poly_diff, x)))
        counter += 1
        if abs(x_n - x) &lt; epsilon :
            break
        x = x_n
        print "\tIteration " , counter , " : ", x_n

    print "u: ", x_n
    Bezier(x_n)

def Bezier(x_n) :
    """ Calculating sampling points using rational bezier curve equation"""
    u = x_n
    plist = [0.5, 0.1, 0.4, 0.35, 0.8, 0.6, 1.0, 0.2, 0.7, 0.9] # list of parameter values of the phonemes

    for i in range(len(plist) - 1) :
        p0 = plist[i]
        p3 = plist[i + 1] 
        p1 = p0
        p2 = p3
        print p0, p3   
        p_u = math.pow(1 - u, 3) * p0 + 3 * u * math.pow(1 - u, 2) * p1 \
            + 3 * (1 - u) * math.pow(u, 2) * p2 + math.pow(u, 3) * p3
        p_u = p_u * w
        d = math.pow(1 - u, 3) * w + 3 * u * w * math.pow(1 - u, 2) + 3 * (1 - u) * w * math.pow(u, 2) + math.pow(u, 3) * w
        p_u = p_u / d

    print "p(u): ", p_u
    return plist

if __name__ == "__main__" :
</code></pre>
