Lecture Notes in Computer Science, 2007, Volume 4448/2007, 668-677, DOI: 10.1007/978-3-540-71805-5_73

Simultaneous Origin-Destination Matrix Estimation in Dynamic Traffic Networks with Evolutionary Computing

Theodore Tsekeris, Loukas Dimitriou and Antony Stathopoulos

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Abstract

This paper presents an evolutionary computing approach for the estimation of dynamic Origin-Destination (O-D) trip matrices from automatic traffic counts in urban networks. A multi-objective, simultaneous optimization problem is formulated to obtain a mutually consistent solution between the resulting O-D matrix and the path/link flow loading pattern. A genetically augmented microscopic simulation procedure is used to determine the path flow pattern between each O-D pair by estimating the set of turning proportions at each intersection. The proposed approach circumvents the restrictions associated with employing a user-optimal Dynamic Traffic Assignment (DTA) procedure and provides a stochastic global search of the optimal O-D trip and turning flow distributions. The application of the model into a real arterial street sub-network demonstrates its ability to provide results of satisfactory accuracy within fast computing speeds and, hence, its potential usefulness to support the deployment of dynamic urban traffic management systems.

Keywords  Evolutionary Computing - Transportation Networks - Origin-Destination Matrices - Traffic Flows - Microscopic Simulation

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