Estimating Random Regret Minimization models in the route choice context

Carlo Giacomo Prato

    Research output: Contribution to conferencePaperResearchpeer-review

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    Abstract

    The discrete choice paradigm of random regret minimization (RRM) has been recently proposed in several choice contexts. In the route choice context, the paradigm has been used to model the choice among three routes, to define regret-based equilibrium in risky conditions, and to formulate regret-based stochastic user equilibrium. However, in the same context the RRM literature has not confronted three major challenges: (i) accounting for similarity across alternative routes, (ii) analyzing choice set composition effects on choice probabilities, and (iii) comparing the RRM model with advanced RUM counterparts. This paper looks into RRM-based route choice models from these three perspectives by (i) proposing utility-based and regret-based correction terms to account for similarity across alternatives, (ii) analyzing the variation of choice set probabilities with the choice set composition, and (iii) comparing RRM-based route choice models with C-Logit, Path Size Logit and Paired Combinatorial Logit. Results illustrate the definition of RRM-based route choice models with correction terms within the regret function, show their lack of robustness with respect to the choice set composition, and present their positive performance when compared to advanced RUM-based models.
    Original languageEnglish
    Publication date2012
    Number of pages26
    Publication statusPublished - 2012
    Event13th International Conference on Travel Behavior Research - Fairmont Royal York Hotel, Toronto, Canada
    Duration: 15 Jul 201220 Jul 2012
    Conference number: 13

    Conference

    Conference13th International Conference on Travel Behavior Research
    Number13
    LocationFairmont Royal York Hotel
    Country/TerritoryCanada
    CityToronto
    Period15/07/201220/07/2012

    Keywords

    • Random Regret Minimization
    • Route choice modeling
    • Route similarity
    • Correction factor
    • Path Size
    • Paired Combinatorial Logit

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