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This paper provides a hierarchical framework for studying the impact of traveler information on network reserve capacity. The framework comprises a two-level mathematical program—the upper-level program maximizes the reserve capacity multiplier subject to a link capacity constraint, and the lower-level program generates user equilibrium flow patterns under the influence of traveler information. The two-level program is solved by a genetic algorithm-based solution method. Numerical results indicate that the reserve capacity of a road network does not increase monotonically with the increase of information level. The implications of this finding, including its dependence on the characteristics of the road network, are discussed.
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Papers that cite the same references — the relational fallback while embeddings are still backfilling.
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