Path flow and trip matrix estimation using link flow density
Year of publication: |
March 2017
|
---|---|
Authors: | Grange, Louis de ; González Morales, Felipe ; Bekhor, Shlomo |
Published in: |
Networks and spatial economics : a journal of infrastructure modeling and computation. - Norwell, Mass. : Kluwer Academic Publ., ISSN 1566-113X, ZDB-ID 2079789-8. - Vol. 17.2017, 1, p. 173-195
|
Subject: | Trip matrix model | Path flow model | Link flow density | Maximum entropy | Macroscopic traffic model | Entropie | Entropy | Schätztheorie | Estimation theory |
-
On the robustness of risk-based asset allocations
Poddig, Thorsten, (2012)
-
An excess-demand dynamic traffic assignment approach for inferring origin-destination trip matrices
Xie, Chi, (2015)
-
An improved Stirling approximation for trip distribution models
Grange, Louis de, (2014)
- More ...
-
Integration of spatial correlation into a combined travel model with hierarchical levels
Grange, Louis de, (2013)
-
An improved Stirling approximation for trip distribution models
Grange, Louis de, (2014)
-
A logit model with endogenous explanatory variables and network externalities
Grange, Louis de, (2015)
- More ...