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Big spatiotemporal data analytics of traffic congestion propagation patterns
Dissertation   Open access

Big spatiotemporal data analytics of traffic congestion propagation patterns

Haoyi Xiong
University of Iowa
Doctor of Philosophy (PhD), University of Iowa
Spring 2023
DOI: 10.25820/etd.007122
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Abstract

New approaches are needed to find geographic information embedded in big data and enhance large scale surveillance and prediction. In the context of vehicle movement, congestion can propagate to upstream segments as vehicles continue to queue up, leading to large-scale traffic congestion. If the spatiotemporal patterns of such dynamic process can be identified, city managers and traffic engineers will be better able to mitigate traffic congestion. Although recent research has led to new methods for the detection of spatiotemporal propagation patterns of traffic congestion, there is a lack of adequate evaluation as well as investigation into the use of data of high temporal granularity. The heterogeneous spatiotemporal patterns of traffic congestion propagation also make predicting future propagation difficult. Challenges, therefore, remain if such tools are to become of practical use. To address these challenges, three data driven methods are proposed. The first research task aims to detect congestion propagation patterns and comprehensively evaluate the proposed method using simulated data. The results show the proposed method is better than a state-of-the-art approach. Real-world cases are also presented to show the effectiveness of the proposed method given currently available data. The second research task addresses the problem of predicting congestion propagation patterns via a Markov based approach. A sparse matrix query algorithm is proposed to reduce the computational time of the method, and the Area under the ROC Curve (AUC) of predicted results ranges from 0.535 to 0.616 for most future time steps. The third research task provides an alternative method based on an existing deep-learning technique. The AUC of the alternative method is generally 0.25 higher than the Markov based approach.
Computer Science deep-learning network dynamics spatiotemporal representation of event propagation traffic congestion

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