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Dynamic resource allocation in human queueing systems through market-based control.

机译:通过基于市场的控制在人员排队系统中动态分配资源。

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摘要

Many complex systems have both social and technical work system aspects which impact system performance. However, much prior work focuses on only one of these two aspects while largely neglecting the other. This work seeks to develop and demonstrate a holistic method of dynamic resource allocation in systems having queueing dynamics using the important domain of debris removal following natural disasters. This system requires dynamic resource allocation in the sense that the system state (i.e., travel times and service rates) evolves over time, thereby requiring resource adjustments to maintain system efficiency. The primary social consideration in the case of dynamic resource allocation is the performance effects of varying team composition (e.g., team size and working history of members). The technical work system itself (a queueing network) also has dynamics which significantly influence the performance of an allocation strategy. Furthermore, the entities flowing in this system are teams of people within an organizational structure. In many applications, these actors within the system are directed by dispatchers who each exercise considerable autonomy. System control is therefore achieved indirectly through designed market incentives (i.e., market-based control).;This dissertation draws on and extends two bodies of literature (team performance and routing in queueing systems) in order to develop market-based control policies (reward structure) for these complex queueing systems. Human decision makers are not likely to reliably make rational, or optimal, decisions with respect to the reward structure. Thus, computational models of the decision makers, along with models of the team composition performance effects and the queueing network, are created which enable a simulation study of the effects of differing levels of rationality. The work consists of both empirical and theoretical research in which the theoretically optimal market incentives will be updated in light of the resulting team compositions. The work is organized into three research activities: 1) a field study of team composition performance effects --- the social aspect of the system; 2) analytic work in optimal allocation of entities in closed queueing networks which, assuming rational decision makers, provides insight into optimal market incentive structures --- the technical work system aspect of the system; and 3) a simulation study which integrates these two aspects of the system and explores the effect of bounded rationality on the part of human decision makers as they respond to different market incentives for a variety of conditions. The models developed for the simulation study are validated with field data and thereby provide a potential mechanism for the team composition effects observed in the field study.;The contributions of this work include greater clarity of team composition performance effects by considering performance as a multi-dimensional construct, novel methods of optimal probabilistic routing and an approximation of optimal vertex (multi-class, deterministic) routing in closed queueing networks, and an exploration of the effects of bounded rationality in network games.
机译:许多复杂的系统都具有影响系统性能的社会和技术工作系统方面。但是,许多先前的工作只集中在这两个方面中的一个,而很大程度上忽略了另一个。这项工作旨在开发和演示一种在具有排队动态的系统中使用自然灾害发生后重要的碎片清除功能来动态分配资源的整体方法。从系统状态(即旅行时间和服务费率)随时间变化的意义上说,该系统需要动态资源分配,从而需要进行资源调整以保持系统效率。在动态分配资源的情况下,主要的社会考虑是团队组成变化的绩效影响(例如,团队规模和成员的工作经历)。技术工作系统本身(排队网络)也具有动态性,这会大大影响分配策略的性能。此外,在此系统中流动的实体是组织结构内的人员团队。在许多应用中,系统中的这些参与者由调度员指挥,每个调度员都行使相当大的自主权。因此,系统控制是通过设计的市场激励措施(即基于市场的控制)间接实现的。本论文借鉴并扩展了两个文献体系(团队绩效和排队系统中的路线选择),以制定基于市场的控制策略(奖励)。这些复杂的排队系统)。人为的决策者不太可能可靠地做出关于奖励结构的理性或最佳决策。因此,可以创建决策者的计算模型,以及团队组成绩效影响和排队网络的模型,从而可以对不同理性水平的影响进行仿真研究。这项工作包括实证研究和理论研究,其中将根据团队形成的结果更新理论上最佳的市场激励措施。这项工作分为三个研究活动:1)团队组成绩效影响的实地研究---系统的社会方面; 2)封闭排队网络中实体最佳分配的分析工作,假设理性的决策者,他们可以洞悉最佳市场激励结构---系统的技术工作系统; 3)模拟研究,将系统的这两个方面整合在一起,并探索有限理性对人类决策者在各种条件下对不同市场激励做出响应时的影响。为模拟研究开发的模型已通过实地数据进行了验证,从而为实地研究中观察到的团队组成效应提供了潜在的机制。维构造,封闭队列网络中最佳概率路由的新方法和最佳顶点(多类,确定性)路由的逼近,以及对网络游戏中有限理性的影响的探索。

著录项

  • 作者

    Brooks, James D.;

  • 作者单位

    Rensselaer Polytechnic Institute.;

  • 授予单位 Rensselaer Polytechnic Institute.;
  • 学科 Operations Research.;Engineering System Science.;Engineering Industrial.
  • 学位 Ph.D.
  • 年度 2014
  • 页码 150 p.
  • 总页数 150
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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