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Numerical Solution of Volterra Linear Integral Equation of the Third Kind

机译:第三种volterra线性整体方程的数值解

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In this work we consider Volterra linear integral equation of the third kind in the case when the external known function reduces to zero in the internal point of integration interval. The solution of it exists in the space of continuous functions. The numerical solution is constructed and its convergence to the solution of the initial equation is proved.
机译:在这项工作中,在外部已知功能在集成间隔内的内部点缩小到零时,我们考虑第三种的Volterra线性积分方程。 它的解决方案存在于连续功能的空间中。 构造了数值溶液,证明了其对初始方程溶液的收敛性。

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