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Cooperative Agents Based-Decentralized and Scalable Complex Task Allocation Approach Pro Massive Multi-Agents System

机译:基于合作代理的分散和可扩展的复杂任务分配方法Pro大规模多代理系统

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A major challenge in the field of Multi-Agent Systems is to enable autonomous agents to allocate tasks efficiently. In previous work, we have developed a decentralized and scalable method for complex task allocation for Massive Multi-Agent System (MMAS). The method was based on two steps: 1) hierarchical organization of agent groups using Formal Concepts Analysis approach (FCA) and 2) computing the optimal allocation. The second step distributes the tasks allocation process among all agent groups as follows: i. Each local allocator proposes a local allocation, then ii. The global allocator computes the global allocation by resolution of eventual conflict situations. Nevertheless, a major boundary of the method used to compute the global allocation is its centralized aspect. Moreover, conflicts process is a greedy solution. In fact, if a conflict is detected steps i) and ii) are reiterated until a non conflict situation is attained. This paper extends our last approach by distributing the global allocation process among all agents. It provides a solution based on cooperation among agents. This solution prohibits generation of conflicts. It's based on the idea that each agent picks out its own sub-task.
机译:多代理系统领域的一项重大挑战是使自治代理能够有效地分配任务。在以前的工作中,我们开发了一种分散和可扩展的方法,可用于大规模多代理系统(MMAS)的复杂任务分配方法。该方法基于两个步骤:1)使用正式概念分析方法(FCA)和2)计算最佳分配的代理组分层组织。第二步将任务分配过程分发布,如下所示:i。每个本地分配器都提出了局部分配,然后是II。全局分配器通过解决最终冲突情况来计算全局分配。然而,用于计算全球分配的方法的主要边界是其集中方面。此外,冲突过程是一种贪婪的解决方案。事实上,如果检测到冲突的步骤I)和II)重申,直到达到非冲突情况。本文通过在所有代理商中分发全球分配过程来扩展我们的最后一种方法。它提供了基于代理商的合作的解决方案。该解决方案禁止产生冲突。它基于每个代理挑出自己的子任务的想法。

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