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A collocation method is presented for numerical solution of a typicalintegral equation Rh :=\int_D R(x, y)h(y)dy = f(x), x {\epsilon} D of the classR, whose kernels are of positive rational functions of arbitrary selfadjointelliptic operators defined in the whole space R^r, and D \subset R^r is abounded domain. Several numerical examples are given to demonstrate theefficiency and stability of the proposed method.

A collocation method for solving some integral equations in distributions