有限理性
背景(考古学)
现状
偏爱
显示偏好
路径(计算)
数学优化
最大化
计算机科学
经济
惯性
满意选择
价值(数学)
现状偏差
微观经济学
数理经济学
运筹学
数学
古生物学
程序设计语言
物理
机器学习
生物
经典力学
市场经济
作者
Hongli Xu,Hai Yang,Jing Zhou,Yafeng Yin
出处
期刊:Transportation Science
[Institute for Operations Research and the Management Sciences]
日期:2017-02-10
卷期号:51 (2): 536-548
被引量:37
标识
DOI:10.1287/trsc.2016.0710
摘要
This paper proposes a route choice model that incorporates the various behavioral mechanisms in route choice proposed in the literature including the shortest path, bounded rationality, asymmetric preference, and the time surplus maximization. In the proposed model, travelers are assumed to compare travel cost to their status quo (travel cost of the currently used path) in deciding whether to switch to another alternative, and the underlying value of time is adaptive in the sense that it varies across different route choice contexts. We find that the status quo-dependent route choice model can handle the route choice inertia resulting from different sources (e.g., travelers’ misperceptions, satisficing behavior, asymmetric preference). Moreover, the inertia is path-specific and can incorporate the scaling effect of travel cost on travelers’ route choices. Examples are provided to illustrate the proposed status quo-dependent route choice model as well as its connection with various existing route choice models.
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