Deep Reinforcement Multiagent Learning Framework for Information Gathering with Local Gaussian Processes for Water Monitoring

IF 6.8 Q1 AUTOMATION & CONTROL SYSTEMS
Samuel Yanes Luis, Dmitriy Shutin, Juan Marchal Gómez, Daniel Gutiérrez Reina, Sergio Toral Marín
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Abstract

The conservation of hydrological resources involves continuously monitoring their contamination. A multiagent system composed of autonomous surface vehicles is proposed herein to efficiently monitor the water quality. To achieve a safe control of the fleet, the fleet policy should be able to act based on measurements and fleet state. It is proposed to use local Gaussian processes and deep reinforcement learning to jointly obtain effective monitoring policies. Local Gaussian processes, unlike classical global Gaussian processes, can accurately model the information in a dissimilar spatial correlation which captures more accurately the water quality information. A deep convolutional policy is proposed, that bases the decisions on the observation on the mean and variance of this model, by means of an information gain reward. Using a double deep Q-learning algorithm, agents are trained to minimize the estimation error in a safe manner thanks to a Consensus-based heuristic. Simulation results indicate an improvement of up to 24% in terms of the mean absolute error with the proposed models. Also, training results with 1–3 agents indicate that our proposed approach returns 20% and 24% smaller average estimation errors for, respectively, monitoring water quality variables and monitoring algae blooms, as compared to state-of-the-art approaches.

Abstract Image

利用局部高斯过程收集信息的深度强化多代理学习框架,用于水监测
保护水文资源需要持续监测其污染情况。本文提出了一个由自动地面车辆组成的多代理系统,用于有效监测水质。为实现对车队的安全控制,车队策略应能根据测量结果和车队状态采取行动。本文建议使用局部高斯过程和深度强化学习来共同获得有效的监控策略。与经典的全局高斯过程不同,局部高斯过程可以准确地模拟不同空间相关性的信息,从而更准确地捕捉水质信息。我们提出了一种深度卷积策略,通过信息增益奖励,将观测决策建立在该模型的均值和方差基础上。利用双深度 Q 学习算法,通过基于共识的启发式,对代理进行训练,以安全的方式最小化估计误差。模拟结果表明,使用所提出的模型,平均绝对误差最多可改善 24%。此外,1-3 个代理的训练结果表明,与最先进的方法相比,我们提出的方法在监测水质变量和监测藻类繁殖方面的平均估计误差分别减少了 20% 和 24%。
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CiteScore
1.30
自引率
0.00%
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审稿时长
4 weeks
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