最大限度地提高系统的总累积效用价值的并行和时间敏感的应用

Shuhui Li, Miao Song, P. Wan, Shangping Ren
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引用次数: 2

摘要

对于时间敏感的应用程序,应用程序最终结果的有用性或质量取决于交付结果的时间,或者取决于应用程序完成的时间。时间效用函数(TUF)通常用于表示应用程序的累积值与其完成时间之间的依赖关系。对于并行和时间敏感的应用程序,每个应用程序都有多个任务,必须并发执行这些任务才能产生结果。因此,它们的执行在两个维度上占用资源:空间,即支持并发任务所需的处理单元数量,以及时间,即完成应用程序所需的持续时间。由于应用程序的并行性和时间敏感特性,并行和时间敏感应用程序之间的执行干扰可能同时存在于空间和时间域中。在本文中,我们首先引入了一个度量来衡量应用程序累积值的时空干扰。其次,基于度量,我们开发了一种调度算法,即贴现时空干扰(DSTI)调度算法,以最大化系统的总应计效用值对于给定的一组并行和时间敏感应用。我们的仿真结果表明,所提出的DSTI算法的结果接近最优解,并且在系统总应计效用值和可盈利应用比率方面比文献中的现有方法具有明显的优势。与Gang EDF、带回填的FCFS和基于0-1背包的调度算法相比,它的系统价值分别提高了164%、150%和97%,盈利应用比率分别提高了21%、35%和18%。
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Maximizing system's total accrued utility value for parallel and time-sensitive applications
For a time-sensitive application, the usefulness or the quality of the application's end result depends on the time when the result is delivered, or when the application is completed. A Time Utility Function (TUF) is often used to represent the dependency between an application's accrued value and its completion time. For parallel and time-sensitive applications, each application has multiple tasks that must be executed concurrently in order to produce a result. Therefore, their execution occupies resources in two dimensions: spatial, i.e., the number of processing units needed to support concurrent tasks, and temporal, i.e., time duration needed to complete the application. Because of the parallelism and time-sensitive features of the applications, the execution interference among parallel and time-sensitive applications can be both in spatial and temporal domains. In this paper, we first introduce a metric to measure the spatial-temporal interference on applications' accrued values. Second, based on the metric, we develop a scheduling algorithm, i.e., the Discounting Spatial-Temporal Interference (DSTI) scheduling algorithm, to maximize system's total accrued utility value for a given set of parallel and time-sensitive applications. Our simulation results show that the proposed DSTI algorithm results in close to optimal solutions and also has clear advantage over existing approaches in the literature in terms of system total accrued utility values and profitable application ratio. It accrues up to 164%, 150%, and 97% more system value, and up to 21%, 35%, and 18% higher profitable application ratio than the Gang EDF, the FCFS with backfilling, and the 0-1 Knapsack based scheduling algorithms, respectively.
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