2020
DOI: 10.1007/s10878-020-00663-4
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A traffic congestion analysis by user equilibrium and system optimum with incomplete information

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Cited by 9 publications
(3 citation statements)
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References 29 publications
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“…Wie et al [17] established a dynamic trafc allocation model with scheduling delay under the principles of system optimization and vehicle equilibrium and compared the total travel time and planned delay under diferent trafc congestion levels. Zhang et al [18] studied a trafc congestion analysis model based on game theory by using the concepts of user equilibrium with incomplete information (UEII) and system optimization with incomplete information (SOII). Lujak et al [19] proposed an optimization model to bridge the gap between user-optimal and systemoptimal, and a new mathematical planning formulation based on Nash welfare optimization to achieve good averages for all origin-destination (OD) pairs.…”
Section: Literature Reviewmentioning
confidence: 99%
See 1 more Smart Citation
“…Wie et al [17] established a dynamic trafc allocation model with scheduling delay under the principles of system optimization and vehicle equilibrium and compared the total travel time and planned delay under diferent trafc congestion levels. Zhang et al [18] studied a trafc congestion analysis model based on game theory by using the concepts of user equilibrium with incomplete information (UEII) and system optimization with incomplete information (SOII). Lujak et al [19] proposed an optimization model to bridge the gap between user-optimal and systemoptimal, and a new mathematical planning formulation based on Nash welfare optimization to achieve good averages for all origin-destination (OD) pairs.…”
Section: Literature Reviewmentioning
confidence: 99%
“…Repeat (7) Divide the solutions x i into q subsolutions; (8) For each q (9) while No change in route detected do (10) Execute AMSBC subalgorithm; (11) end while (12) Detecting change strength CS; (13) ifCS < CT then (14) q � q + 1; (15) q � q − 1; (16) Iteration � Iterantion + 1; (17) UntilIteration � Max It; (18) Output optimal route of subroute populations; (19) Compare the optimal route fit i of the subroutes; (20) Output equilibrium routes of vehicles with optimal fit i ; ALGORITHM 2: AMSBC algorithm.…”
Section: Cs � Fit Bestmentioning
confidence: 99%
“…Regarding future research directions, we will extend this work to consider the iron ore supply chain, especially using the public data of the Australian mining industry [ 57 ]. Besides, we will implement operations research (i.e., Mixed Integer Programming), machine learning and game theory techniques as analytical tools to deal with quantitative energy security management problems [ 58 61 ].…”
Section: Conclusion and Suggestionmentioning
confidence: 99%