多智能体系统中基于效用的最优任务调度问题

Xiaowei Zhang, Bin Li, Junwu Zhu, Jun Wu
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引用次数: 7

摘要

针对应急系统的特点,建立了一个多智能体系统,在此基础上讨论了多智能体系统的任务可调度性和最大任务调度问题。然而,上述任务调度方法都假设所有任务同等重要,agent在发挥一定作用时能力相同,仅以完成任务的数量来评价任务调度的质量,忽略了任务之间或agent之间的差异,这与我们的现实生活相冲突。为了使任务调度更接近突发事件的实际过程,本文提出了基于效用的最优任务调度问题。该方法为每个任务分配一个效用来表示完成任务的收益,并添加每个Agent的偏好来区分Agent的偏好和角色扮演能力。通过在多项式时间内将MAX-S约化为UOTSP问题,证明了UOTSP问题是NP完全的,并提出了两种近似算法(GTS和RTOM)来近似求解UOTSP问题。实验结果表明,GTS算法和RTOM算法都能得到很好的近似解,并且GTS算法具有很好的时间性能,适合于应急系统的应急应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Utility Based Optimal Task Scheduling Problem in a Multi-agent System
A multi-agent system (MAS) has been built based on characteristics of emergency system, in which task schedulable and maximum task scheduling problem for the MAS has been discussed in our previous work. However, the mentioned task scheduling method both supposed that all tasks were equally important and agents have the same capability in playing a certain role, and evaluated the quality of task scheduling only by the number of accomplished tasks, which ignored the differences among tasks or Agents that conflicts with our real life. In order to make the task scheduling be more close to actual process of emergencies, the utility based optimal task scheduling problem (UOTSP) is proposed in this paper. The method assigns each task with a utility to represent the earnings from accomplishing it and adds preference on each Agent to distinguish the Agent’s preferences and roleplay abilities. The UOTSP problem is proved to be NP complete by reducing MAX-S to it in polynomial time, and two approximate algorithms (GTS and RTOM) are proposed to solve the UOTSP problem approximately. The experiment results show that both GTS and RTOM can get excellent approximate solutions, and the time performance of GTS is wonderful which makes it suitable for the emergency applications of MAS (emergency system).
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