Congested Facility Location: Efficiency and Fairness under User Equilibrium - partie 3
Nagisa Sugishita – HEC Montréal, Canada

Activité hybride dans le cadre du semestre thématique sur la mobilité durable. Lien Zoom
Cette activité est précédé par "Equity in urban transportation: Gendered travel differences in Canada" et "Bayesian spatiotemporal modeling of passenger trip assignment in metro networks".
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In this talk, we study a congested facility location problem in which each facility is modeled as an M/M/c queue. We assume that users are self-interested and choose which facility to patronize so as to minimize their expected total time, defined as the sum of travel time and waiting time. This behavior leads to a bilevel problem in which the upper-level decision maker, the network designer, seeks an effective configuration of facilities, while the lower-level problem corresponds to a user equilibrium model. We propose a flexible single-level reformulation that can accommodate various objectives related to overall system efficiency as well as fairness. The resulting reformulation is a convex mixed-integer nonlinear program that can be solved efficiently.
Lieu
Pavillon André-Aisenstadt
Campus de l'Université de Montréal
Montréal QC H3T 1J4
Canada