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Efficient Liveness Assessment for Traffic States in Open, Irreversible, Dynamically Routed, Zone-Controlled Guidepath-Based Transport Systems

机译:开放,不可逆转,动态路由,基于区域控制导轨的传输系统的交通状态有效评估

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Open, irreversible, dynamically routed, zone-controlled guidepath-based transport systems model the operation of many automated unit-load material handling systems that are used in various production and distribution facilities. An important requirement for these systems is to preserve the system liveness-i.e., the ability of each system agent to reach any location of the underlying guidepath network-by blocking those traffic states that will result in deadlock and/or livelock. The remaining set of traffic states are characterized as "live." The worst-case computational complexity of the decision problem of assessing the state liveness in the considered class of transport systems is an open issue. As a first contribution of this paper, we identify an extensive subclass of these traffic states, defined through the topology of an abstracting graphical representation of the "traffic state" concept, for which the corresponding problem of liveness assessment admits a polynomial solution, and we present the relevant algorithm for this assessment. But the development of the aforementioned results has also led to a new methodological framework for representing and analyzing the qualitative dynamics of the considered transport systems with respect to the reachability and the liveness problems that are the focus of this paper. This framework can enable an effective and efficient (but maybe not polynomial-complexity) resolution of the state liveness even for those traffic states that do not belong in the primary state class that is considered in this paper; we highlight this additional possibility in the closing part of this paper.
机译:开放,不可逆转,动态路由,基于区域控制的导轨的传输系统模型,用于各种生产和分配设施中使用的许多自动单元负载材料处理系统的操作。对这些系统的一个重要要求是保留系统Liveness-i.e。,每个系统代理到达底面指南网络的任何位置的能力 - 通过阻止将导致死锁和/或Livock的那些交通状态。剩下的交通态的特征是“生活”。在考虑的运输系统中评估国家生活的决策问题的最坏情况的计算复杂性是一个开放的问题。作为本文的第一个贡献,我们确定了这些交通状态的广泛子类,通过“交通状态”概念的抽象图形表示的拓扑定义,相应的活力评估问题承认多项式解决方案,我们提出了该评估的相关算法。但上述结果的发展也导致了一种新的方法论框架,用于代表和分析所考虑的运输系统的定性动态以及本文重点的可达性和最活跃问题。此框架可以实现甚至对于不属于本文考虑的主要州类的交通状态,实现了州Livent的有效和有效的(但也许不是多项式复杂性)解决;我们突出了本文结束部分的额外可能性。

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