Machine learning and fuzzy cognitive maps in a hybrid approach toward freeway on-ramp traffic control

Mehran Amini, Miklós F. Hatwágner, L. Kóczy
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Abstract

The infrequent emergence of traffic congestion on freeways can result in the decline of the transportation system over time. Without the implementation of appropriate countermeasures, congestion can escalate, leading to unfavorable impacts on other aspects of the traffic network. As a result, there is a greater need for reliable and optimal traffic control. The goal of this research is to manage the number of vehicles entering the main freeway from the ramp merging area, in order to balance the demand and capacity to satisfy the maximum utilization of the freeway capacity. Despite extensive research into different ramp metering techniques, this study aims to utilize the fuzzy cognitive map as a macroscopic traffic flow model in conjunction with the Q-learning algorithm. This combination prevents freeway congestion and maintains optimal performance by keeping freeway density below a key threshold. The inherent uncertainty of traffic conditions is addressed through the application of reinforcement learning, which is constructed on the principles of the Markov decision process. This approach represents an exploration-exploitation trade-off, as implemented through the Q-learning algorithm. The proposed technique was evaluated for its efficacy in the regulation of freeway ramp metering in both controlled and uncontrolled simulations. The findings demonstrate a significant improvement in the control of the mainstream traffic flow.
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机器学习和模糊认知地图在高速公路入口匝道交通控制中的混合方法
随着时间的推移,高速公路上不经常出现的交通拥堵会导致交通系统的衰落。如果不采取适当的对策,拥堵可能会升级,从而对交通网络的其他方面产生不利影响。因此,更需要可靠和最佳的交通控制。本研究的目标是对从匝道合流区进入主干道的车辆数量进行管理,以平衡需求和通行能力,满足高速公路通行能力的最大利用率。尽管对不同的匝道计量技术进行了广泛的研究,但本研究的目的是利用模糊认知地图作为宏观交通流模型,并结合q -学习算法。这种组合可以防止高速公路拥堵,并通过将高速公路密度保持在关键阈值以下来保持最佳性能。通过应用基于马尔可夫决策过程原理的强化学习来解决交通状况的固有不确定性。这种方法代表了一种探索-利用的权衡,通过q -学习算法实现。在控制和非控制仿真中,对该方法在高速公路匝道计量调节中的有效性进行了评价。研究结果表明,对主流交通流量的控制有了显著改善。
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