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Cooperative agents-based decentralised and scalable approach for complex task allocation pro massive multi-agent system

机译:基于协作Agent的分散和可扩展方法,用于复杂任务分配,大规模的多Agent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 the context of massive multi-agents system (MMAS) which is characterised by a large number of dynamic and heterogeneous agents, traditional tasks allocations approaches based on the negotiation between agents, or a single allocator agent, proved impracticality. In this paper, we propose a decentralised and scalable approach for complex task allocation pro cooperative MMAS. Our approach is based on the idea of grouping agents according to their capacities to execute sub-tasks. Thus, the approach is based on two steps:1 hierarchical organisation of agent groups using Galois sub-hierarchy, imminent from the formal concepts analysis approach (FCA)2 computing the optimal allocation.These two steps are fully distributed among agents with the minimum of communication and a grant of finding the optimal allocation in a polynomial time. Further, 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 is based on the idea that each agent has to pick out its own sub-task.
机译:多代理系统领域的主要挑战是使自治代理能够有效地分配任务。在以大量动态和异构代理为特征的大规模多代理系统(MMAS)的背景下,基于代理或单个分配器代理之间的协商的传统任务分配方法被证明是不切实际的。在本文中,我们提出了一种用于协作MMAS的复杂任务分配的分散和可扩展方法。我们的方法基于根据代理执行子任务的能力进行分组的思想。因此,该方法基于两个步骤:1使用Galois子层次结构对座席组进行分层组织,这是计算最佳分配的形式概念分析方法(FCA)2迫在眉睫的。沟通,并在多项式时间内找到最佳分配。此外,本文通过在所有代理之间分配全局分配过程来扩展我们的最后一种方法。它提供了基于代理之间合作的解决方案。该解决方案禁止产生冲突。它基于这样的思想,每个代理都必须挑选自己的子任务。

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