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Trust-Based Mechanisms for Robust and Efficient Task Allocation in the Presence of Execution Uncertainty

机译:基于信任的机制在中国的稳健高效的任务分配   存在执行不确定性

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摘要

Vickrey-Clarke-Groves (VCG) mechanisms are often used to allocate tasks toselfish and rational agents. VCG mechanisms are incentive compatible, directmechanisms that are efficient (i.e., maximise social utility) and individuallyrational (i.e., agents prefer to join rather than opt out). However, animportant assumption of these mechanisms is that the agents will "always"successfully complete their allocated tasks. Clearly, this assumption isunrealistic in many real-world applications, where agents can, and often do,fail in their endeavours. Moreover, whether an agent is deemed to have failedmay be perceived differently by different agents. Such subjective perceptionsabout an agents probability of succeeding at a given task are often capturedand reasoned about using the notion of "trust". Given this background, in thispaper we investigate the design of novel mechanisms that take into account thetrust between agents when allocating tasks. Specifically, we develop a new class of mechanisms, called "trust-basedmechanisms", that can take into account multiple subjective measures of theprobability of an agent succeeding at a given task and produce allocations thatmaximise social utility, whilst ensuring that no agent obtains a negativeutility. We then show that such mechanisms pose a challenging new combinatorialoptimisation problem (that is NP-complete), devise a novel representation forsolving the problem, and develop an effective integer programming solution(that can solve instances with about 2x10^5 possible allocations in 40seconds).
机译:Vickrey-Clarke-Groves(VCG)机制通常用于将任务分配给自私和理性的代理人。 VCG机制是激励兼容的,有效的直接机制(即最大化社会效用)和个体化的机制(即代理商更愿意加入而不是选择退出)。但是,这些机制的一个重要假设是代理将“总是”成功完成其分配的任务。显然,这种假设在许多现实世界的应用程序中是不现实的,在这些应用程序中,代理可能会并且经常确实会失败。而且,不同的代理可以不同地感知代理是否被视为失败。这种关于代理人在给定任务上成功的概率的主观观念常常被捕获并被推理为使用“信任”的概念。在这种背景下,本文研究了新颖的机制设计,该机制在分配任务时考虑了代理之间的信任。具体来说,我们开发了一种称为“基于信任的机制”的新机制,该机制可以考虑代理人在给定任务上成功的概率的多种主观度量,并产生最大化社会效用的分配,同时确保没有代理人获得负效用。 。然后,我们证明了这种机制提出了一个具有挑战性的新的组合优化问题(即NP完全问题),设计了解决该问题的新颖表示形式,并开发了有效的整数编程解决方案(可以在40秒内解决大约2x10 ^ 5个可能分配的实例) 。

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