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Coupled Temporal and Spatial Environment Monitoring for Multi-Agent Teams in Precision Farming

机译:精确农业中多代理商团队的时空环境耦合监控

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In this paper, we propose a method for solving a multi-agent monitoring problem, both temporally and spatially. If a large and slowly evolving environmental process needs to be monitored by a multi-agent team, as is the case in our motivating precision farming application, we argue this team must make decisions on both sensing times and sensing locations. As the process evolution is slow, agents must make plans for future deployment times to gather as much information as possible (e.g., mutual information) within a reasonable budget. At the same time, the locations of where to collect information when the team is deployed are critical as different locations may possess widely varying information content. Multi-agent teams, therefore, need to make plans for future deployment locations as well as deployment times. In this paper, we combine these two sub-problems and model them as a submodular maximization problem with matroid and knapsack budgets. We propose a method with improved performance guarantees to solve our problem, as well as a broader class of combinatorial optimization problems. Finally, simulations are provided to demonstrate the effectiveness of the proposed method.
机译:在本文中,我们提出了一种在时间和空间上解决多主体监视问题的方法。如果需要由多代理团队监控大型且缓慢发展的环境过程(例如在我们激励性的精准农业应用中的情况),我们认为该团队必须在感知时间和感知位置上做出决定。由于流程发展缓慢,代理必须制定计划以计划未来的部署时间,以在合理的预算范围内收集尽可能多的信息(例如,相互信息)。同时,部署团队时收集信息的位置至关重要,因为不同的位置可能拥有广泛不同的信息内容。因此,多代理团队需要为将来的部署位置以及部署时间制定计划。在本文中,我们结合了这两个子问题,并将它们建模为具有拟阵和背包预算的子模极大化问题。我们提出了一种具有改进性能保证的方法来解决我们的问题,以及更广泛的组合优化问题。最后,通过仿真证明了所提方法的有效性。

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