Follow-the-Leader models can be viewed as a numerical approximation to the Lighthill-Whitham-Richards model for traffic flow

Similar Works

Action	Title	Year	Authors
+	Follow-the-Leader models can be viewed as a numerical approximation to the Lighthill-Whitham-Richards model for traffic flow	2017	Helge Holden Nils Henrik Risebro
+ PDF Chat	Follow-the-Leader models can be viewed as a numerical approximation to the Lighthill-Whitham-Richards model for traffic flow	2018	Helge Holden Nils Henrik Risebro
+	The continuum limit of Follow-the-Leader models - a short proof	2017	Helge Holden Nils Henrik Risebro
+	The continuum limit of Follow-the-Leader models - a short proof	2017	Helge Holden Nils Henrik Risebro
+ PDF Chat	The continuum limit of Follow-the-Leader models — a short proof	2017	Helge Holden Nils Henrik Risebro
+ PDF Chat	On the continuum limit of the Follow-the-Leader model and its stability	2024	Fabio Ancona Mohamed Bentaibi Francesco Rossi
+	Rigorous derivation of the Lighthill-Whitham-Richards~model from the follow-the-leader model as many particle limit	2014	Marco Di Francesco Massimiliano D. Rosini
+	Follow-the-leader approximations of macroscopic models for vehicular and pedestrian flows	2016	Marco Di Francesco Simone Fagioli Massimiliano D. Rosini Giovanni Russo
+ PDF Chat	Follow-the-Leader Approximations of Macroscopic Models for Vehicular and Pedestrian Flows	2017	Marco Di Francesco Simone Fagioli Massimiliano D. Rosini Giovanni Russo
+	The continuum limit of higher-order Follow-the-Leader models	2023	Helge Holden Nils Henrik Risebro
+ PDF Chat	The continuum limit of non-local follow-the-leader models	2024	Helge Holden Nils Henrik Risebro
+	Efficient numerical scheme for non-conservative form of a traffic flow model	2018	Md. Shajib Ali
+ PDF Chat	Rigorous Derivation of Nonlinear Scalar Conservation Laws from Follow-the-Leader Type Models via Many Particle Limit	2015	Marco Di Francesco Massimiliano D. Rosini
+	A deterministic particle approximation for non-linear conservation laws	2016	Marco Di Francesco Simone Fagioli Massimiliano D. Rosini Giovanni Russo
+	A deterministic particle approximation for non-linear conservation laws	2016	Marco Di Francesco Simone Fagioli Massimiliano D. Rosini Giovanni Russo
+	Chapter 5: Traffic flow: The Lighthill–Whitham–Richards model	2020
+ PDF Chat	From Heterogeneous Microscopic Traffic Flow Models to Macroscopic Models	2021	Pierre Cardaliaguet Nicolas Forcadel
+ PDF Chat	Homogenization of second order discrete model and application to traffic flow	2015	Nicolas Forcadel Wilfredo Salazar Mamdouh Zaydan
+ PDF Chat	A 2-Phase Traffic Model Based on a Speed Bound	2010	Rinaldo M. Colombo Francesca Marcellini M. Rascle
+	A 2-phase traffic model based on a speed bound	2009	Rinaldo M. Colombo Francesca Marcellini M. Rascle

Works That Cite This (1)

Action	Title	Year	Authors
+	The continuum limit of Follow-the-Leader models - a short proof	2017	Helge Holden Nils Henrik Risebro

Works Cited by This (7)

Action	Title	Year	Authors
+	Lagrangian-based Hydrodynamic Model: Freeway Traffic Estimation	2012	Ke Han Tao Yao Terry L. Friesz
+ PDF Chat	Rigorous Derivation of Nonlinear Scalar Conservation Laws from Follow-the-Leader Type Models via Many Particle Limit	2015	Marco Di Francesco Massimiliano D. Rosini
+	Equivalence of the Euler and Lagrangian equations of gas dynamics for weak solutions	1987	David H. Wagner
+	A traffic flow model with non-smooth metric interaction: well-posedness and micro-macro limit	2015	Paola Goatin Francesco Rossi
+	Deterministic particle approximation of scalar conservation laws	2016	Marco Di Francesco Simone Fagioli Massimiliano D. Rosini
+	A deterministic particle approximation for non-linear conservation laws	2016	Marco Di Francesco Simone Fagioli Massimiliano D. Rosini Giovanni Russo
+ PDF Chat	The continuum limit of Follow-the-Leader models — a short proof	2017	Helge Holden Nils Henrik Risebro