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Online and Offline Scheduling with Grade of Service Levels

机译:服务级别等级的在线和离线计划

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The problem of scheduling parallel machines with a particular eligibility constraint is considered, which is motivated by the situations where the machines have different expertise levels with respect to the jobs. Jobs and machines are labeled with specified grade of service (GoS) levels. Each machine can process only the jobs whose GoS levels are not less than the level of this machine. The objective is to minimize makespan (the maximum completion time). The majority of the known results deal with the offline setting. The existing online algorithms consider only the special case of two different GoS levels, and all of them are for the ordinary online model where the processing requirement of each job is known at its release date. A more general online model is that the processing requirement of each job is not known until it is processed to completion. A (4-2/m)- competitive algorithm is presented for the general online model, where m is the number of machines. Algorithms with competitive ratio better than 4-2/m are also obtained for the ordinary online model. Moreover, for the offline problem, a simple and fast 4/3-approximation algorithm is presented.
机译:考虑了对具有特定资格约束的并行机器进行调度的问题,这是由机器在工作方面具有不同专业知识水平的情况引起的。作业和机器标有指定的服务等级(GoS)级别。每台计算机只能处理GoS级别不低于该计算机级别的作业。目的是最小化制造时间(最大完成时间)。大多数已知结果都与脱机设置有关。现有的在线算法仅考虑两个不同GoS级别的特殊情况,并且所有这些都是针对普通的在线模型,在该模型中,每个作业的处理要求在其发布日期就已经知道。一个更通用的在线模型是每个作业的处理要求直到完成处理后才知道。针对一般在线模型,提出了一种(4-2 / m)-竞争算法,其中m是机器数。对于普通的在线模型,还获得了竞争比优于4-2 / m的算法。此外,针对离线问题,提出了一种简单,快速的4/3逼近算法。

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