Hyperdemand: A static traffic model with backward-bending demand curves
Lewis J. Lehe and
Economics of Transportation, 2020, vol. 24, issue C
Static traffic models, in the tradition of Walters (1961), typically feature a ‘‘demand curve’’ giving the vehicle flow demanded for each unit travel time (inverse speed). Traditionally, the demand curve declines because people want to drive more as travel times fall. This paper proposes that the vehicle flow demanded can, instead, plausibly rise with unit travel time (a phenomenon we call ‘‘hyperdemand’’), if congestion somehow induces some people to switch from high-to low-occupancy modes. To illustrate, we present a model of travel in an isotropic downtown where people choose among not traveling, a low-occupancy mode called ‘‘Alone’’ and a high-occupancy mode called ‘‘Pool.’’ Pool trips detour to pick up and drop off passengers en route, so congestion delays them more than Alone trips. Consequently, multiple equilibria can arise even in ‘‘light congestion,’’ and small toll increases can have dramatic impacts by eliminating equilibria.
Keywords: Carpool; Toll; Macroscopic fundamental diagram; Isotropic; Congestion; Ridesharing (search for similar items in EconPapers)
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Persistent link: https://EconPapers.repec.org/RePEc:eee:ecotra:v:24:y:2020:i:c:s2212012220301180
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