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Application of integrodifferential splines to solving an interpolation problem

机译:积分微分样条在求解插值问题中的应用

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摘要

This paper deals with cases when the values of derivatives of a function are given at grid nodes or the values of integrals of a function over grid intervals are known. Polynomial and trigonometric integrodifferential splines for computing the value of a function from given values of its nodal derivatives and/or from its integrals over grid intervals are constructed. Error estimates are obtained, and numerical results are presented.
机译:本文处理的情况是,在网格节点处给出函数的导数的值,或者已知在网格区间上函数的积分的值。构造了多项式和三角积分微分样条,用于从其节点导数的给定值和/或其网格间隔上的积分计算函数的值。获得误差估计,并给出数值结果。

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