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Bi-Criteria Scheduling of Scientific Grid Workflows

机译:科学网格工作流的双准则调度

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The drift towards new challenges in Grid computing including scientific workflow management implies the need for new, robust, multicriteria scheduling algorithms that can be applied by the user in an intuitive way. Currently existing bi-criteria scheduling approaches for scientific workflows are usually restricted to certain criterion pairs and require the user to define his preferences either as weights assigned each criterion or as fixed constraints defined for one criterion. The first approach has the drawback that combining multiple criteria into a single objective function is not always intuitive to the end-user, while the second requires a priori knowledge about the result of the first criteria scheduling result. We propose a new bi-criteria scheduling specification method defining for the secondary criterion a sliding constraint as a function of the primary criterion. We model the problem as an extension of the multiple-choice knapsack problem and propose a general bi-criteria scheduling heuristic called dynamic constraint algorithm (DCA) based on dynamic programming. We show through simulation that in most of the experimental cases DCA outperforms two existing algorithms designed for the same problem at the expense of an increased execution time, which is still relatively low for workflows of medium size. Finally, we confirm our simulation results for a real-world hydrological application executed in the Austrian Grid environment.
机译:网格计算向包括科学工作流管理在内的新挑战的转变意味着需要新的,健壮的,多准则的调度算法,该算法可以由用户以直观的方式应用。当前用于科学工作流的双标准调度方法通常限于某些标准对,并且要求用户将他的偏好定义为分配给每个标准的权重或定义为一个标准的固定约束。第一种方法的缺点是,将多个标准组合到单个目标函数中对于最终用户而言并不总是直观的,而第二种方法则需要有关第一个标准调度结果的先验知识。我们提出了一种新的双准则调度规范方法,该准则为次级准则定义了作为主要准则的函数的滑动约束。我们将该问题建模为多选背包问题的扩展,并提出了一种基于动态规划的通用双准则调度启发式算法,称为动态约束算法(DCA)。我们通过仿真显示,在大多数实验情况下,DCA都比为相同问题设计的两种现有算法要好,但要增加执行时间,对于中等规模的工作流而言,这仍然相对较低。最后,我们确认了在奥地利网格环境中执行的真实水文应用程序的仿真结果。

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