Abstract

Urban-scale traffic monitoring plays a vital role in reducing traffic congestion. Owing to its low cost and wide coverage, floating car data (FCD) serves as a novel approach to collecting traffic data. However, sparse probe data represents the vast majority of the data available on arterial roads in most urban environments. In order to overcome the problem of data sparseness, this paper proposes a hidden Markov model (HMM)-based traffic estimation model, in which the traffic condition on a road segment is considered as a hidden state that can be estimated according to the conditions of road segments having similar traffic characteristics. An algorithm based on clustering and pattern mining rather than on adjacency relationships is proposed to find clusters with road segments having similar traffic characteristics. A multi-clustering strategy is adopted to achieve a trade-off between clustering accuracy and coverage. Finally, the proposed model is designed and implemented on the basis of a real-time algorithm. Results of experiments based on real FCD confirm the applicability, accuracy, and efficiency of the model. In addition, the results indicate that the model is practicable for traffic estimation on urban arterials and works well even when more than 70% of the probe data are missing.

Highlights

  • Traffic congestion has become a severe problem in metropolises, resulting in widespread wastage of time and energy [1]

  • Traffic monitoring and estimation is an important method for obtaining information on traffic conditions; it plays a vital role in reducing traffic congestion [2]

  • The present study proposes an hidden Markov model (HMM)-based model that focuses on overcoming the problem of data sparseness for traffic estimation using floating car data (FCD)

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Summary

Introduction

Traffic congestion has become a severe problem in metropolises, resulting in widespread wastage of time and energy [1]. Herring et al [12] proposed a probabilistic modeling framework for estimating arterial travel time distribution using sparse probe data They modeled the evolution of traffic states as a coupled hidden Markov model (HMM), in which the traffic states of nearby road segments are correlated and evolve over time in a Markov manner. Yanmin et al [13] revealed the hidden structures within the traffic conditions of a road network using principal component analysis (PCA) and proposed a compressive sensing-based algorithm for obtaining the missing traffic conditions They developed an offline data analytics algorithm that cannot be applied to real-time traffic estimation. The present study proposes an HMM-based model that focuses on overcoming the problem of data sparseness for traffic estimation using FCD. In this study, the main objective of traffic estimation is to estimate the values of these missing states, which can approximate the true states

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