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Reinforcement learning vs. rule-based adaptive traffic signal control: A Fourier basis linear function approximation for traffic signal control

机译:加固学习与规则的自适应交通信号控制:交通信号控制的傅立叶基线函数近似

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摘要

Reinforcement learning is an efficient, widely used machine learning technique that performs well when the state and action spaces have a reasonable size. This is rarely the case regarding control-related problems, as for instance controlling traffic signals. Here, the state space can be very large. In order to deal with the curse of dimensionality, a rough discretization of such space can be employed. However, this is effective just up to a certain point. A way to mitigate this is to use techniques that generalize the state space such as function approximation. In this paper, a linear function approximation is used. Specifically, SARSA ( λ ) with Fourier basis features is implemented to control traffic signals in the agent-based transport simulation MATSim. The results are compared not only to trivial controllers such as fixed-time, but also to state-of-the-art rule-based adaptive methods. It is concluded that SARSA ( λ ) with Fourier basis features is able to outperform such methods, especially in scenarios with varying traffic demands or unexpected events.
机译:加固学习是一种高效,广泛使用的机器学习技术,当状态和动作空间具有合理尺寸时,执行良好。对于控制相关问题,这很少是如此,例如控制业务信号。在这里,状态空间可能非常大。为了处理维度的诅咒,可以采用这种空间的粗略离散化。然而,这是有效的直到一定程度。一种缓解这一点的方法是使用概括诸如函数近似的状态空间的技术。在本文中,使用线性函数近似。具体地,实现具有傅立叶基本特征的Sarsa(λ)以控制基于代理的传输仿真MATSIM中的业务信号。结果不仅可以对诸如固定时间的琐碎控制器(但也是最先进的规则的自适应方法。结论是,具有傅立叶基本特征的SARSA(λ)能够优于这种方法,尤其是在具有不同交通需求或意外事件的情况下的场景。

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