4.5 Article

Traffic state prediction using conditionally Gaussian observed Markov fuzzy switching model

Journal

JOURNAL OF INTELLIGENT TRANSPORTATION SYSTEMS
Volume 27, Issue 4, Pages 503-522

Publisher

TAYLOR & FRANCIS INC
DOI: 10.1080/15472450.2022.2069498

Keywords

Fuzzy switching linear state-space model; prediction; short-term traffic data

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Efficient and accurate prediction of traffic state is crucial for intelligent transportation systems. This paper proposes a novel prediction algorithm based on the Conditionally Gaussian Observed Markov Fuzzy Switching Model (CGOMFSM). By explicitly incorporating fuzzy switching processes, the algorithm improves the accuracy of traffic prediction. The experimental study demonstrates satisfactory results for a 60-minute prediction horizon.
Efficient and accurate prediction of traffic state plays a major role in the implementation of effective intelligent transportation systems. Therefore, traffic forecasting has been attracting a significant interest over the last decades striving to efficiently achieve highest accuracy of reliable prediction algorithms. In this paper, we present a novel prediction algorithm based on the Conditionally Gaussian Observed Markov Fuzzy Switching Model (CGOMFSM). The proposed scheme relies on a triplet representation of traffic encompassing traffic flow, speed and a switch process in order to infer parameters that govern the dynamics of traffic. This work investigates the impact of explicit incorporation of fuzzy switching processes on the accuracy of traffic data prediction. It aims to overcome the shortcomings of several existing prediction schemes in which the crisp modeling of traffic dynamics is hindering the effectiveness of prediction. The experimental study shows that the proposed algorithm yields satisfactory results for a prediction horizon up to 60 minutes for data collected at regular 15-minutes intervals.

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