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Adaptive-Statistical Methods for Control of Complicated Calcualtion Processes

机译:控制复杂计算过程的自适应统计方法

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The adaptive numerical approach for solution of problems about control of grid numerical processes is applied. This approach is based on the introduction of function of distribution density for mesh points instead of individual determinate way of their arrangement. Formulas for the functional, which characterizes calculation errors, are obtained for this statement. This functional is applied for construction of adaptive-optimal controls on arrangement mesh points for the calculation sequential algorithm. The approach developed in this article disseminates ideas of aggregation of statistic mechanics onto the new class of multiple element systems, i.e., the grid numerical processes with great number of mesh points.
机译:采用自适应数值方法解决网格数值过程控制问题。该方法基于引入网格点的分布密度函数,而不是采用单独的确定方式进行布置。为此语句获得了表示计算错误的函数公式。此功能适用于在计算网格算法的排列网格点上构建自适应最优控制。本文开发的方法将统计力学的聚合思想传播到新的多元素系统类别上,即具有大量网格点的网格数值过程。

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