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MODELLING AND ANALYSIS OF AGENT MOBILITY PATTERNS BY DISCRETE-TIME MARKOV CHAINS

机译:离散时间马尔可夫链的Agent流动性模型建模与分析

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This paper proposes an approach for the modeling and analysis of autonomous agent mobility patterns which is based on discrete-time Markov chains graphically-enhanced to improve modularity. Mobility patterns are associated to autonomous agents when they have to fulfil a distributed task involving migration to remote agent servers where agent computation and/or interaction can likely take place. Two kinds of analysis can be performed on the obtained models: reliability and time analysis. Reliability analysis relies on statistical/mathematical tools and allows for testing the reliability of agent patterns carried out on non-completely reliable networks of agent servers. Time analysis is based on an appositely defined analytical simulation framework and enables the evaluation of time-related performance indexes. Using this approach, several types of patterns were identified, modeled, and analysed: ping-pong, itinerary and free walk. They can be associated to classes of agent tasks in specific application domains.
机译:本文提出了一种基于离散时间马尔可夫链的自主代理移动性模式的建模和分析方法,以图形增强,提高模块化。移动模式与自主代理相关联,当它们必须满足涉及迁移到远程代理服务器的分布式任务,其中可能发生代理计算和/或交互的远程代理服务器。可以对所获得的模型进行两种分析:可靠性和时间分析。可靠性分析依赖于统计/数学工具,并允许测试在非完全可靠的代理服务器网络上执行的代理模式的可靠性。时间分析是基于同步定义的分析仿真框架,并启用了与时间相关性能索引的评估。使用这种方法,确定了几种类型的模式,建模和分析:平乒乓球,行程和自由步行。它们可以与特定应用域中的代理任务类相关联。

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