4.5 Article

Transit Planning Optimization Under Ride-Hailing Competition and Traffic Congestion

Journal

TRANSPORTATION SCIENCE
Volume 56, Issue 3, Pages 725-749

Publisher

INFORMS
DOI: 10.1287/trsc.2021.1068

Keywords

mixed integer nonlinear optimization; public transit planning; ride-hailing; traffic congestion

Funding

  1. National Science Foundation [1750587]
  2. Div Of Civil, Mechanical, & Manufact Inn
  3. Directorate For Engineering [1750587] Funding Source: National Science Foundation

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By optimizing transit schedules, substantial cost savings and reductions in expenses for passengers and transportation service providers can be achieved. These benefits are driven by better aligning transportation options with passenger preferences, resulting in stronger societal benefits.
With the soaring popularity of ride-hailing, the interdependence between transit ridership, ride-hailing ridership, and urban congestion motivates the following question: can public transit and ride-hailing coexist and thrive in a way that enhances the urban transportation ecosystem as a whole? To answer this question, we develop a mathematical and computational framework that optimizes transit schedules while explicitly accounting for their impacts on road congestion and passengers' mode choice between transit and ride-hailing. The problem is formulated as a mixed integer nonlinear program and solved using a bilevel decomposition algorithm. Based on computational case study experiments in New York City, our optimized transit schedules consistently lead to 0.4%-3% systemwide cost reduction. This amounts to rush-hour savings of millions of dollars per day while simultaneously reducing the costs to passengers and transportation service providers. These benefits are driven by a better alignment of available transportation options with passengers' preferences-by redistributing public transit resources to where they provide the strongest societal benefits. These results are robust to underlying assumptions about passenger demand, transit level of service, the dynamics of ride-hailing operations, and transit fare structures. Ultimately, by explicitly accounting for ride-hailing competition, passenger preferences, and traffic congestion, transit agencies can develop schedules that lower costs for passengers, operators, and the system as a whole: a rare win-win-win outcome.

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