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Rescheduling to Minimize the Total Completion Time under a Limit on the Total Completion Time of The Original Jobs

机译:在原始作业的总完成时间的限制下重新计划以使总完成时间最小化

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We consider the rescheduling problems arising when two agents, each with a set of nonpreemptive jobs, compete to perform their respective jobs on a common processing resource. Each agent wants to minimize a certain objective function, which depends on the completion time of its jobs only. In this paper, we consider the two agents rescheduling problem for jobs on a single machine to minimize total completion time under a limit on the total completion time of the original jobs. We show that the considered problems can be solved in polynomial time or pseudopolynomial time.
机译:我们考虑当两个分别具有一组非抢占性工作的代理竞争在一个公共处理资源上执行各自的工作时出现的重新计划问题。每个代理都希望最小化某个目标函数,该目标函数仅取决于其工作的完成时间。在本文中,我们考虑了两个代理在单个计算机上对作业进行重新计划的问题,以在不限制原始作业的总完成时间的情况下,将总完成时间减至最少。我们证明了所考虑的问题可以在多项式时间或伪多项式时间内解决。

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