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An Autonomous and Cooperative Multi-agent Model for Solving Real World Problems

机译:解决现实世界问题的自主协作多主体模型

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摘要

Cooperative behavior is considered to be very important for the negotiation among autonomous agents in a multi-agent system. To realize the system's cooperation, each agent must make some necessary concessions in the competition of limited resources. In this paper, an Autonomous and Cooperative Multi-agent Model (ACMAM) is proposed for solving the conflicts among agents' competitions. ACMAM is based on the idea of Autonomous Decentralized System (ADS) and Drum-Buffer-Rope (DBR) presented in the Theory Of Constraints (TOC). In ACMAM, each agent is considered as an autonomous and cooperative, and they do not only compete resources for leaching its own goal but also make concession for subordinating the system's decision. The system's constraint can be improved by the cooperative negotiation of autonomous agents and the concessive behaviors of some agents. ACMAM also discusses that when and how agents adopt the concessive behavior by using an example of real world systems called Loading. Allocating and Scheduling Problem (LASP).
机译:合作行为被认为对于多代理系统中自治代理之间的协商非常重要。为了实现系统的协作,每个代理必须在有限的资源竞争中做出一些必要的让步。本文提出了一种自治合作多代理模型(ACMAM)来解决代理竞争之间的冲突。 ACMAM基于约束理论(TOC)中提出的自主分散系统(ADS)和鼓缓冲绳(DBR)的思想。在ACMAM中,每个代理被认为是自治的和合作的,他们不仅竞争资源以实现自己的目标,而且还让步以服从系统的决策。通过自治代理的协商和某些代理的让步行为可以改善系统的约束。 ACMAM还通过使用称为“加载”的真实系统的示例来讨论代理何时以及如何采取让步行为。分配和计划问题(LASP)。

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