A Hermite - Type Collocation Method for the Solution of an Integral Equation With a Certain Weakly Singular Kernel
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A Hermite - type collocation method, Preliminaries, Convergence analysisAbstract
In this paper we apply A Hermite-type collocation method is considered for the solution of a volterra integral equation of second kind with a certain weakly singular kernel. The constructed approximated is a cubic spline in the continuity class $ c'.$ The approximation is shown to be convergent of order four.
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