book/book chapter
Area of Expertise: Unspecified
published journal article
Capacity modeling in transportation. A Multimodal Perspective
Transportation Research Record
Publication Date
Author(s)
Suggested Citation
Minyoung Park and Amelia Regan (2005) “Capacity modeling in transportation. A Multimodal Perspective”, Transportation Research Record, 1906(1), pp. 97–104. Available at: 10.1177/0361198105190600112.conference paper
A ‘Near Undefinable Aspect to Social Interaction in Person’: An Exploration of the Subjective Value of Travel Through the Words of LGBTQ+ Young Adults
Transportation Research Board 103rd Annual Meeting
Publication Date
Author(s)
Suggested Citation
Elisa Borowski and A Stathopolous (2024) “A ‘Near Undefinable Aspect to Social Interaction in Person’: An Exploration of the Subjective Value of Travel Through the Words of LGBTQ+ Young Adults”.conference paper
Games and decisions in reliability and risk
Decision analysis
Publication Date
Author(s)
Suggested Citation
J.R.W. Merrick, F. Ruggeri, R. Soyer and L.R. Keller (2012) “Games and decisions in reliability and risk”, in Decision analysis, pp. 81–85. Available at: 10.1287/deca.1120.0245.published journal article
Preprocessor feature extractor and postprocessor probabilistic output interpreter for improved freeway incident detection
Transportation Research Record
Publication Date
Author(s)
Suggested Citation
Baher Abdulhai and Stephen G. Ritchie (1999) “Preprocessor feature extractor and postprocessor probabilistic output interpreter for improved freeway incident detection”, Transportation Research Record, 1678(1), pp. 277–286. Available at: 10.3141/1678-33.research report
Knowledge-based approach to improve urban transportation decision-making
Publication Date
Author(s)
Suggested Citation
Stephen G. Ritchie and C. Yeh (1987) Knowledge-based approach to improve urban transportation decision-making. Institute of Transportation Studies, Irvine, pp. 343–354.conference paper
Fast converging global heuristic for continuous network design problem using radial basis functions
Proceedings of the 89th annual meeting of the transportation research board, washington, DC
Publication Date
Author(s)
Suggested Citation
J.Y.J. Chow, A.C. Regan and D.I. Arkhipov (2010) “Fast converging global heuristic for continuous network design problem using radial basis functions”, in Proceedings of the 89th annual meeting of the transportation research board, washington, DC.published journal article
Product Differentiation on Roads
Journal of Transport Economics and Policy
Publication Date
Author(s)
Suggested Citation
Erik T. Verhoef and Kenneth A. Small (2004) “Product Differentiation on Roads”, Journal of Transport Economics and Policy, 38(1), pp. 127–156. Available at: https://www.ingentaconnect.com/content/lse/jtep/2004/00000038/00000001/art00006#Supp.published journal article
Factors influencing destination choice for the urban grocery shopping trip
Transportation
Publication Date
Author(s)
Suggested Citation
Wilfred W. Recker and Lidia P. Kostyniuk (1978) “Factors influencing destination choice for the urban grocery shopping trip”, Transportation, 7(1), pp. 19–33. Available at: 10.1007/bf00148369.MS Thesis
Unifiable multi-commodity kinematic wave model for traffic systems with tradable right of way
Publication Date
Author(s)
Abstract
With the emergence of connected vehicle technologies, many interesting applications become possible. We look at one such application that allows trac system users with heterogeneous values of time (VOT) to trade their right of way (ROW) among other users so as to minimize individuals’ total travel costs, which includes time cost and nancial transaction. Our proposed system allows users on a multi-lane road to trade their ROWs, and the resulting traffic flow violates the First-In-First-Out (FIFO) principle, since vehicles with higher VOTs would travel faster by paying those with lower VOTs. A novel multi-commodity kinematic wave model is developed for such a system based on the assumptions of choice, uniability, prices, budget-balance, utility maximization, referred to as A1 through A5. From these assumptions, we study a simple case of such a system in which two groups of users with different VOTs participate in the scheme, and a third group does not participate. We derive a uniable fundamental diagram in which the relative speed ratios of different commodities are constant and proportional to the square root of the VOTs. We show that the scheme is Pareto-improving at the system optimal solution. The Riemann Problem is solved both analytically and numerically for this system, and we demonstrate that different commodities (user groups) would react differently to shockwaves and rarefaction waves. The study is concluded with future extensions.