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Mixed Pfair/ERfair scheduling of asynchronous periodic tasks

机译:异步周期性任务的混合Pfair / ERfair调度

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摘要

Pfair scheduling was proposed by Baruah, Cohen, Plaxton, and Varvel as a non-work-conserving way of optimally and efficiently scheduling periodic tasks on a multiprocessor. In this paper, we introduce a work-conserving variant of Pfair scheduling called "early-release" fair (ERfair) scheduling. We also present a new scheduling algorithm called PD~2 and show that it is optimal for scheduling any mix of early-release and non-early-release asynchronous, periodic tasks. In contrast, almost all prior work on Pfair scheduling has been limited to synchronous systems. PD~2 is an optimization of an earlier deadline-based algorithm of Baruah, Gehrke, and Plaxton called PD; PD~2 uses a simpler tie-breaking scheme than PD to disambiguate equal deadlines. We present a series of counterexamples that suggest that, in general, the PD~2 tie-breaking mechanism cannot be simplified. In contrast to this, we show that no tie-breaking information is needed on two-processor systems.
机译:Pfair调度是Baruah,Cohen,Plaxton和Varvel提出的,它是一种不节省工作的方法,可以在多处理器上优化并高效地调度周期性任务。在本文中,我们介绍了Pfair调度的一种节省工作的变体,称为“早期发布” Fair(ERfair)调度。我们还提出了一种称为PD〜2的新调度算法,并表明该算法最适合调度早期发布和非早期发布的异步,周期性任务的任何混合。相反,几乎所有以前的Pfair调度工作都限于同步系统。 PD〜2是Baruah,Gehrke和Plaxton早期基于截止时间的算法PD的优化;与PD相比,PD〜2使用更简单的平局决胜方案来消除相等的期限。我们提出了一系列反例,表明通常不能简化PD〜2抢七局。与此相反,我们表明在两个处理器的系统上不需要平局信息。

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