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A dynamic choice model to estimate the user cost of crowding with large scale transit data
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Title: | A dynamic choice model to estimate the user cost of crowding with large scale transit data |
Authors: | Bansal, P Horcher, D Graham, D |
Item Type: | Journal Article |
Abstract: | Efficient mass transit provision should be responsive to the behaviour of passengers. Operators often conduct surveys to elicit passenger perspectives, but these can be expensive to administer and can suffer from hypothetical biases. With the advent of smart card and automated vehicle location data, operators have reliable sources of revealed preference (RP) data that can be utilized to estimate transit riders’ valuation of service attributes. To date, effective use of RP data has been limited due to modelling complexities. We propose a dynamic choice model (DCM) for population-level longitudinal RP data to address prominent challenges. In the DCM, riders are assumed to follow different decision rules (compensatory and inertia/habit) and temporal switching between decision rules based on experience-based learning is also formulated. We develop an expectation-maximization algorithm to estimate the DCM and apply our model to estimate passenger valuation of crowding. Using large-scale data of two months with over four million daily trips by an Asian metro, our DCM estimates show an increase of 47% in passenger’s valuation of travel time under extremely crowded conditions. Furthermore, the average passenger follows the compensatory rule on only 25.5% or fewer trips. These results are valuable for supply-side decisions of transit operators. |
Date of Acceptance: | 14-Dec-2021 |
URI: | http://hdl.handle.net/10044/1/93468 |
DOI: | 10.1111/rssa.12804 |
ISSN: | 0964-1998 |
Publisher: | Royal Statistical Society |
Journal / Book Title: | Journal of the Royal Statistical Society Series A: Statistics in Society |
Volume: | 185 |
Issue: | 2 |
Sponsor/Funder: | The Leverhulme Trust |
Funder's Grant Number: | ECF-2020-246 |
Keywords: | Social Sciences Science & Technology Physical Sciences Social Sciences, Mathematical Methods Statistics & Probability Mathematical Methods In Social Sciences Mathematics crowding valuation dynamic preferences expectation-maximization inertia smart card data LABEL SWITCHING PROBLEM LATENT MARKOV-MODELS ROUTE CHOICE VALUATION STATE Statistics & Probability 0104 Statistics 1403 Econometrics 1603 Demography |
Publication Status: | Published |
Appears in Collections: | Civil and Environmental Engineering Faculty of Engineering |