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In this paper, we study polynomial spline collocation methods applied to a particular class of integral-algebraic equations of Volterra type. We analyse mixed systems of second and rst kind integral equations. Global convergence and local superconvergence results are established. In this paper, we study numerical methods for the solution of a mixed system of Volterra integral equations of the rst and second kind. More precisely, we consider the system y(t )= f (t )+ Z t 0 (K

The numerical solution of integral-algebraic equations of index 1 by polynomial spline collocation methods