A Mechanism of Generating Joint Plans for Self-interested Agents, and by the Agents

Wei Huang
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Abstract

Generating joint plans for multiple self-interested agents is one of the most challenging problems in AI, since complications arise when each agent brings into a multi-agent system its personal abilities and utilities. Some fully centralized approaches (which require agents to fully reveal their private information) have been proposed for the plan synthesis problem in the literature. However, in the real world, private information exists widely, and it is unacceptable for a self-interested agent to reveal its private information. In this paper, we define a class of multi-agent planning problems, in which self-interested agents' values are private information, and the agents are ready to cooperate with each other in order to cost efficiently achieve their individual goals. We further propose a semi-distributed mechanism to deal with this kind of problems. In this mechanism, the involved agents will bargain with each other to reach an agreement, and do not need to reveal their private information. We show that this agreement is a possible joint plan which is Pareto optimal and entails minimal concessions.
一种自利主体和各主体共同计划的生成机制
为多个自利智能体生成联合计划是人工智能中最具挑战性的问题之一,因为当每个智能体将其个人能力和效用带入多智能体系统时,会产生复杂性。针对计划综合问题,文献中提出了一些完全集中的方法(要求代理充分披露其私人信息)。然而,在现实世界中,私有信息广泛存在,一个自利的主体泄露其私有信息是不可接受的。本文定义了一类多智能体规划问题,其中自利智能体的价值是私有信息,并且智能体准备相互合作以成本高效地实现各自的目标。我们进一步提出了一种半分布式机制来处理这类问题。在这一机制中,参与的代理人会相互协商达成协议,不需要透露他们的私人信息。我们证明这个协议是一个可能的联合计划,它是帕累托最优的,需要最小的让步。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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