An Efficient Agent Control Method for Time-constrained Applications with Heterogeneous Work Demand

Tran Nguyen Trung, Hideo Kamada, K. Kinoshita, N. Yamai, T. Takine, K. Murakami
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引用次数: 1

Abstract

Mobile agent is an efficient technology that makes it much easier to handle large scale and complex network systems. Especially in information retrieval, agents can search effectively with the ability of migrating autonomously through the networks. To find better results for such applications, it is important for agents to complete their tasks on as many nodes as possible by their deadlines. However, most existing agent systems using processor sharing as scheduling disciplines do not take such time constraints into account. Therefore, agents are likely to miss their deadlines on many nodes. In this paper, we propose an efficient and robust control method of agents with heterogeneous work demand under time constraint. When there are multiple agents running on a node, the mutual influence among them may cause to make the time for each agent to complete its task longer. When each agent has different work demand, the mutual influence among them is also different. The proposed method takes such different mutual influences into account to calculate the estimated value of the number of agents that can complete their tasks before their deadlines, and uses this value to control the dispatching and execution of agents. By using simulation experiments, we have proved that the proposed method can keep the fairness among all the agents and improve the number of nodes where agents can complete their tasks within their deadlines.
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具有异构工作需求的时间约束应用的高效智能体控制方法
移动代理是一种高效的技术,它使处理大规模、复杂的网络系统变得更加容易。特别是在信息检索方面,智能体可以通过网络自主迁移的能力进行有效的搜索。为了为这类应用程序找到更好的结果,代理必须在截止日期之前在尽可能多的节点上完成任务。然而,大多数使用处理器共享作为调度规则的现有代理系统没有考虑这种时间约束。因此,代理可能会错过许多节点上的最后期限。本文提出了一种在时间约束下具有异构工作需求的智能体的高效鲁棒控制方法。当一个节点上运行多个代理时,它们之间的相互影响可能会导致每个代理完成其任务的时间更长。当各个主体的工作需求不同时,它们之间的相互影响也不同。该方法考虑了这种不同的相互影响,计算出能够在截止日期前完成任务的代理数量的估计值,并利用该估计值来控制代理的调度和执行。通过仿真实验,我们证明了该方法可以保持所有智能体之间的公平性,并提高了智能体在限期内完成任务的节点数量。
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