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Efficient Methods for Multi-agent Multi-issue Negotiation: Allocating Resources

机译:多主体多问题协商的有效方法:分配资源

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In this paper, we present an automated multi-agent multi-issue negotiation solution to solve a resource allocation problem. We use a multilateral negotiation model, by which three agents bid sequentially in consecutive rounds till some deadline. Two issues are bundled and negotiated concurrently, so win-win opportunities can be generated as trade-offs exist between issues. We develop negotiation strategies of the agents under an incomplete information setting. The strategies are composed of a Pareto-optimal-search method and concession strategies. An important technical contribution of this paper lies in the development of the Pareto-optimal-search method for three-agent multilateral negotiation. Moreover, we present the identification of agreements and Pareto-optimal outcomes achieved by our methods in mathematical proof. We show through computer experiments that using the tractable heuristic of Pareto-optimal-search combined with well-designed concession strategies by agents results in (near) Pareto-optimal outcomes.
机译:在本文中,我们提出了一种自动的多主体多问题协商解决方案来解决资源分配问题。我们使用多边谈判模型,通过这种模型,三个代理商在连续回合中按顺序竞标,直到某个截止日期为止。同时捆绑和协商两个问题,因此,当问题之间存在权衡时,就可以产生双赢的机会。我们在信息不完整的情况下制定代理商的谈判策略。这些策略由帕累托最优搜索方法和让步策略组成。本文的一项重要技术贡献在于开发了用于三主体多边谈判的帕累托最优搜索方法。此外,我们在数学证明中给出了通过我们的方法实现的协议和帕累托最优结果的识别。我们通过计算机实验表明,使用代理人精心设计的帕累托最优搜索启发式方法与代理商精心设计的让步策略相结合,可以得出(接近)帕累托最优结果。

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