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On-line preemptive machine scheduling with l(p) norm on two uniform machines

机译:在两台统一机器上以l(p)范数进行在线抢占式机器调度

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摘要

One of the basic and fundamental scheduling problems is to minimize the machine completion time vector in the norm, a direct extension of the well-studied objective makespan ( norm), on parallel machines. We concentrate on the on-line and preemptive version of this problem where jobs arrive one by one over a list to be allocated to two uniform machines with job preemption permitted. We present a best possible deterministic on-line scheduling algorithm for this problem along with a matching lower bound, generalizing existing results for the identical machines scheduling problem in the literature. One notable feature of this work is the highly involved technicality compared to similar analysis in the existing literature, mainly due to the intrinsic unavailability of a closed-form formula for the competitive ratio.
机译:基本和基本的调度问题之一是将规范中的机器完成时间向量减到最小,这是对并行机器上经过充分研究的目标makepan(norm)的直接扩展。我们专注于此问题的在线抢先版本,其中,作业在列表中一个接一个地到达,并被分配给两台允许作业抢占的统一机器。我们提出了针对该问题的最佳确定性在线调度算法,以及一个匹配的下限,对文献中相同机器调度问题的现有结果进行了概括。这项工作的一个显着特点是,与现有文献中的类似分析相比,该方法具有高度的技术性,这主要是由于封闭式公式无法获得竞争比率所致。

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