A stochastic ridesharing user equilibrium model with origin-destination-based ride-matching strategy

Muqing Du, Jiankun Zhou, Guoyuan Li, Heqing Tan and Anthony Chen

Transportation Research Part E: Logistics and Transportation Review, 2024, vol. 189, issue C

Abstract: Ridesharing, as an emerging mode of modern urban transportation, has gained widespread popularity due to its ability to improve convenience and reduce the expenses in daily travel. To capture its impact on the network-wide traffic flow pattern, this paper develops a new variational inequality (VI) formulation for modeling the stochastic ridesharing user equilibrium (SRUE) problem considering an origin–destination (O-D) -based ride-matching strategy. The proposed SRUE problem is formulated based on a hierarchical logit choice model to depict the multi-stage decision-making (i.e., role choice, ride-matching, and route choice) of the ridesharing travelers. The SRUE model also reflects a two-sided market equilibrium considering the interaction effect between the ridesharing market and the road traffic equilibrium market. The logit choice model captures the ride-matching problem between the drivers and the passengers traveling on the same/different O-D pairs. Moreover, the lower- and upper-bound constraints for a ridesharing driver picking up passengers are established at the O-D level. For solving the SRUE model with O-D-based ride-matching constraints, the Lagrangian dual method (LDM) is adopted by incorporating the Barzilai-Borwein (BB) step size to update the dual variables, which accelerates the convergence of the LDM. Three numerical examples are conducted to illustrate the features of the proposed SRUE model and demonstrate the performance of the solution algorithm.

Keywords: Stochastic ridesharing equilibrium problem; Ride-matching constraints; Variational inequality; Lagrangian dual method; Barzilai-Borwein step size (search for similar items in EconPapers)
Date: 2024
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DOI: 10.1016/j.tre.2024.103688

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