Originally posted by CP5670
have any of you seen the analogous formulas for cubic and quartic equations? Those are some of the messiest things I have ever seen, even edging out the euler-maclaurin formula. 
I have also been stuck on a math problem for most of today actually; anyone here good with limits?
lims®n BinC(s+k-1,s-1) [ z[/size]'(s+k) + ( y(s+k) - y(s) ) z(s+k) ]
(n is a negative integer, k is an integer between 0 and s and BinC is the binomial coef)
I think I've come up with some plugged-in values that may help, although, I had to assume that k = floor(s/2) since you mentioned k is "an integer between 0 and s"
-5, 8.31616406969419E-03
-4, 1.39440426165502E-03
-3, -0.002358750031144
-2, 7.98380171900115E-03
-1, -3.04483748327652E-02
These are approximate values.
*Goes back to programming algorithms for the construction of antidifferentiable polynomials able to calculate the definite integral of existing functions through non-singular matrices*
