Abstract

Accurate traffic flow prediction is increasingly essential for successful traffic modeling, operation, and management. Traditional data driven traffic flow prediction approaches have largely assumed restrictive (shallow) model architectures and do not leverage the large amount of environmental data available. Inspired by deep learning methods with more complex model architectures and effective data mining capabilities, this paper introduces the deep belief network (DBN) and long short-term memory (LSTM) to predict urban traffic flow considering the impact of rainfall. The rainfall-integrated DBN and LSTM can learn the features of traffic flow under various rainfall scenarios. Experimental results indicate that, with the consideration of additional rainfall factor, the deep learning predictors have better accuracy than existing predictors and also yield improvements over the original deep learning models without rainfall input. Furthermore, the LSTM can outperform the DBN to capture the time series characteristics of traffic flow data.

Highlights

  • Traffic flow prediction is an important component of traffic modeling, operation, and management

  • We try to investigate whether the deep learning model can outperform traditional methods based on traffic flow data considering the rainfall factor

  • This study aims to compare the difference between advanced recurrent neural networks (NN) and basic deep learning NN for the prediction of time series traffic data

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Summary

Introduction

Traffic flow prediction is an important component of traffic modeling, operation, and management. With the availability of high resolution traffic data from intelligent transportation systems (ITS), traffic flow prediction has been increasingly addressed using data driven approaches [1]. Many other modified ARIMA models have been examined, such as subset ARIMA [5], ARIMA with explanatory variables [6], and seasonal ARIMA [7]. Another widely used method to predict traffic volume is the filtering approach, such as the Kalman Filter model. Based on Kalman filter theory, there have been some modifications [9] and hybrid models [10]

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