AngouriMath
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SplitOverAPowerAndAQuadratic(AngouriMath.Entity[],System.Int32,AngouriMath.Entity,AngouriMath.Entity,AngouriMath.Entity)
Method (no overloads)
Summary
N(s)/(s^k (a + b s + c s^2)), the coefficients of N in above,
as a polynomial in s, the terms in s^(m - k) for m below k, and
(d + e s)/(a + b s + c s^2): N divided down by s^k times the quadratic first,
then the remainder R over it expanded at s = 0 by
r_m = (R_m - b r_(m-1) - c r_(m-2))/a, and d + e s what
(R - Q sum r_m s^m)/s^k leaves, every lower coefficient cancelling by the recurrence.
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