Lines Matching full:coefficient

87 #             coefficient of x^(i-1) (because Julia arrays are 1-based).
321 # equations in the p,q values, have each coefficient being a value of
345 # coefficient of x^(i-1) (because Julia arrays are 1-based). D[1] will
373         # i.e. the numerator coefficient of x^i.
385         # i.e. the denominator coefficient of x^i.
618 # coefficient of x^(i-1) (because Julia arrays are 1-based). D[1] will
793 #              N[i] is the coefficient of x^(i-1) (because Julia
883 # (coefficient + x*value_so_far), the constant coefficient you're
889 #              the constant term, i.e. coeffs[i] is the coefficient of
893 # Return value: the largest ratio (x*value_so_far / coefficient), at
898 # several factors of 2 when the next coefficient is added on.
1142            between any polynomial coefficient and the largest possible