Parallel swarm-based algorithms for scheduling independent tasks

Robert Dietze, Maximilian Kränert
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Abstract

Task scheduling is crucial for achieving high performance in parallel computing. Since task scheduling is NP-hard, the efficient assignment of tasks to compute resources remains an issue. Across the literature, several algorithms have been proposed to solve different scheduling problems. One group of promising approaches in this field is formed by swarm-based algorithms which have a potential to benefit from a parallel execution. Common swarm-based algorithms are Ant Colony Optimization (ACO) and Particle Swarm Optimization (PSO). In this article, we propose two new scheduling methods based on parallel ACO, PSO and, Hill Climbing, respectively. These algorithms are used to solve the problem of scheduling independent tasks onto heterogeneous multicore platforms. The results of performance measuements demonstrate the improvements on the makespan and the scheduling time achieved by the parallel variants.
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基于并行群的独立任务调度算法
任务调度是实现并行计算高性能的关键。由于任务调度是np困难的,因此任务到计算资源的有效分配仍然是一个问题。在文献中,已经提出了几种算法来解决不同的调度问题。该领域一组有前途的方法是由基于群的算法形成的,这些算法有可能从并行执行中受益。常见的基于群体的算法有蚁群优化算法(Ant Colony Optimization, ACO)和粒子群算法(Particle Swarm Optimization, PSO)。本文提出了两种新的调度方法,分别基于并行蚁群算法、粒子群算法和爬坡算法。这些算法用于解决异构多核平台上独立任务的调度问题。性能度量的结果证明了并行变体在最大运行时间和调度时间上的改进。
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