About this document
QNC Exactness for Odd m and c by Charlotte is a document available to read on EtoBox.
The document discusses showing that the QNC(rn) numerical integration rule is exact when applied to polynomials of odd degree m, where c is defined as the average of the endpoints (a + b)/2. It states that any polynomial p(x) of degree m can be written as the sum of a polynomial q(x) of degree m-1 and an error term involving x - c, and this fact together with c being the midpoint can demonstrate the exactness of QNC(rn) in this case.
- Author
- Charlotte
- Language
- EN