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Model and Method for Optimizing Computational Processes in Parallel Computing Systems

机译:用于优化并行计算系统中计算过程的模型和方法

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The paper proposes a model and a method for optimizing computational processes in parallel computing systems. The model is constructed by the decomposition of computer programs for solving problems into relatively independent elements (blocks) and presenting the information dependence of the blocks in the form of corresponding directed graphs. Here, the computational process organization consists in the dynamic allocation of resources of a computing system for the implementation of operations of each block. As an efficiency indicator of this process, we take the time of implementing operations of all blocks of considered programs (the solution time of related problems). The goal of the optimization is to reduce this time as much as possible. To form the optimal resource allocation, we propose the method based on the branch-and-bound procedure.
机译:本文提出了一种用于优化并行计算系统中的计算过程的模型和方法。 该模型由计算机程序的分解构成,用于将问题解决中的问题(块)并呈现块以相应的指示图的形式呈现块的信息依赖性。 这里,计算过程组织包括用于实现每个块的操作的计算系统的动态分配。 作为此过程的效率指标,我们花时间实施所有考虑程序的所有块(相关问题的解决时间)。 优化的目标是尽可能减少这一时间。 要形成最佳资源分配,我们提出了基于分支和绑定过程的方法。

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