Jorge A. Laval, Ph.D.

Affiliations: 
2004 University of California, Berkeley, Berkeley, CA, United States 
Area:
Environmental Engineering, Civil Engineering, Transportation
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"Jorge Laval"
Cross-listing: Envirotree

Parents

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Carlos F. Daganzo grad student 2004 UC Berkeley
 (Hybrid models of traffic flow: Impacts of bounded vehicle accelerations.)
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Publications

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Xu T, Laval J. (2020) Driver Reactions to Uphill Grades: Inference from a Stochastic Car-Following Model: Transportation Research Record. 36119812094559
Cho HW, Chilukuri BR, Laval JA, et al. (2020) Genetic algorithm-based simulation optimization of the ALINEA ramp metering system: a case study in Atlanta Transportation Planning and Technology. 43: 475-487
Delpiano R, Herrera JC, Laval J, et al. (2020) A two-dimensional car-following model for two-dimensional traffic flow problems Transportation Research Part C-Emerging Technologies. 114: 504-516
Xu T, Laval J. (2020) Statistical inference for two-regime stochastic car-following models Transportation Research Part B-Methodological. 134: 210-228
Aghamohammadi R, Laval JA. (2020) Dynamic traffic assignment using the macroscopic fundamental diagram: A Review of vehicular and pedestrian flow models Transportation Research Part B-Methodological. 137: 99-118
Xu T, Laval JA. (2019) Analysis of a Two-Regime Stochastic Car-Following Model: Explaining Capacity Drop and Oscillation Instabilities: Transportation Research Record. 2673: 610-619
Yuan K, Laval J, Knoop VL, et al. (2019) A geometric Brownian motion car-following model: towards a better understanding of capacity drop Transportmetrica B-Transport Dynamics. 7: 915-927
Aghamohammadi R, Laval JA. (2019) A Continuum Model for Cities Based on the Macroscopic Fundamental Diagram: a Semi-Lagrangian Solution Method Transportation Research Part B-Methodological. 132: 101-116
Castrillon F, Laval J. (2018) Impact of buses on the macroscopic fundamental diagram of homogeneous arterial corridors Transportmetrica B-Transport Dynamics. 6: 286-301
Jin W, Laval J. (2018) Bounded acceleration traffic flow models: A unified approach Transportation Research Part B-Methodological. 111: 1-18
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