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On a Method of Construction of Numerical Integration Formulas

机译:论数值整合公式的构建方法

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The paper describes the problem of numerical integration formulas construction for ordinary systems of differential equations. The strategies of choosing integration step size are developed for the specific finite-difference schemes. They are designed so that the number of integration nodes is minimal on a fixed interval under the constraints defined by the precision of calculations. The procedure of combination of these schemes is developed.
机译:本文介绍了常规差分方程普通系统数值集成公式结构的问题。为特定的有限差分方案开发了选择集成步长的策略。它们被设计成使得集成节点的数量在由计算精度定义的约束下的固定间隔内最小。开发了这些方案的组合程序。

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