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Online Deadline Scheduling with Bounded Energy Efficiency

机译:具有无限能效的在线截止时间调度

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摘要

Existing work on scheduling with energy concern has focused on minimizing the energy for completing all jobs or achieving maximum throughput [19,2,7,13,14]. That is, energy usage is a secondary concern when compared to throughput and the schedules targeted may be very poor in energy efficiency. In this paper, we attempt to put energy efficiency as the primary concern and study how to maximize throughput subject to a user-defined threshold of energy efficiency. We first show that all deterministic online algorithms have a competitive ratio at least △, where △ is the max-min ratio of job size. Nevertheless, allowing the online algorithm to have a slightly poorer energy efficiency leads to constant (i.e., independent of △) competitive online algorithm. On the other hand, using randomization, we can reduce the competitive ratio to O(log △) without relaxing the efficiency threshold. Finally we consider a special case where no jobs are "demanding" and give a deterministic online algorithm with constant competitive ratio for this case.
机译:现有的有关能源调度的工作集中在最小化完成所有工作或实现最大生产量的能源上[19,2,7,13,14]。也就是说,与吞吐量相比,能源使用是次要问题,目标计划的能源效率可能非常差。在本文中,我们尝试将能效作为首要考虑因素,并研究如何根据用户定义的能效阈值最大化吞吐量。我们首先证明,所有确定性在线算法的竞争率至少为△,其中△为工作规模的最大-最小比率。然而,允许在线算法具有稍差的能量效率会导致恒定的(即,独立于△)竞争性在线算法。另一方面,使用随机化,我们可以在不放松效率阈值的情况下将竞争比降低到O(log△)。最后,我们考虑一种特殊的情况,即没有“需求”的工作,并针对这种情况给出了具有恒定竞争比的确定性在线算法。

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