Genetic allgorithm for dynamic task scheduling

M. D. Kidwell, D. Cook
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引用次数: 25

Abstract

A genetic dynamic scheduling algorithm (GDSA) is applied to the problem of dynamically scheduling multiple tasks. These independent, non- identical tasks must be distributed in a multiprocessor, shared memory system. This problem is known to be NP-complete. The use of a genetic algorithm for dynamic task scheduling offers several advantages to alternative algorithms. A genetic algorithm fids a solution immediately, at initialization. All processing time is devoted to improvement of the solution. This makes them well suited for dynamic applications, where the amount of processing time is likely to vary. Genetic algorithms tend to make the greatest improvements during initial generations. They move quickly to a good solution, although later improvements will become increasingly less fresuent and less dramatic. Schedule makespans using the GDSA are compared to makespans when a first-come, fxst-serve dynamic scheduling approach is used. This opportunistic scheduling algorithm places arriving tasks in a FIFO queue, and pmessors remove tasks from the queue as they become available. Tests were run to schedule 30 and 200 tasks. When 30 tasks were scheduled, the GDSA caused small, but consistent schedule improvements. The GDSA was most effective if the execution times of the tasks were uniformly distributed. However, schedule improvements were also noted with normally and exponentially distributed task execution times. When 200 tasks were scheduled, the GDSA was most effective if the execution times of the tasks were exponentially distributed.
动态任务调度的遗传算法
将遗传动态调度算法(GDSA)应用于多任务动态调度问题。这些独立的、不相同的任务必须分布在一个多处理器共享内存系统中。这个问题被称为np完全问题。使用遗传算法进行动态任务调度与其他算法相比有几个优点。遗传算法在初始化时立即确定一个解。所有的处理时间都用于改进解决方案。这使得它们非常适合处理时间可能变化的动态应用程序。遗传算法倾向于在最初的几代中做出最大的改进。他们很快就会找到一个好的解决方案,尽管后来的改进将变得越来越不频繁和不那么引人注目。将使用GDSA的计划完成时间与使用先到先服务动态调度方法时的计划完成时间进行比较。这种机会调度算法将到达的任务放在FIFO队列中,当任务可用时,pmessors将其从队列中删除。运行测试以调度30和200个任务。当计划了30个任务时,GDSA导致了较小但一致的计划改进。如果任务的执行时间是均匀分布的,GDSA是最有效的。然而,对于正态分布和指数分布的任务执行时间,也注意到进度改进。当计划200个任务时,如果任务的执行时间呈指数分布,则GDSA是最有效的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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