| L. M. Delves and J. L. Mohamed. Computatioal Methods for Itegral Equatios. Cambridge University Press, New York, 1985. |
....the corresponding integral equation, we have the simple recurrence relation: f (x) g(x) x, y) f(y) Because equation (41) holds for f, we are guaranteed that f converges to f as n whenever I IKll 1. 5. 3 The NystrSm Method The Nystr Bm method, also known as the quadrature method [22, 9], is one of the most straightforward numerical methods for integral equations It directly exploits the similarity between the kernel of an integral operator and its finite dimensional analog, the matrix. The idea is to estimate the action of the integral operator by a quadrature rule, producing a ....
L. M. Delves and J. L. Mohamed. Computatioal Methods for Itegral Equatios. Cambridge University Press, New York, 1985.
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