Guillaume Costeseque
Guillaume Costeseque
Cerema, Centre for Studies on Risks, Environment, Mobility and Urban Planning
Email verificata su cerema.fr - Home page
Titolo
Citata da
Citata da
Anno
A variational formulation for higher order macroscopic traffic flow models: numerical investigation
G Costeseque, JP Lebacque
Transportation Research Part B: Methodological 70, 112-133, 2014
432014
A convergent scheme for Hamilton–Jacobi equations on a junction: application to traffic
G Costeseque, JP Lebacque, R Monneau
Numerische Mathematik 129 (3), 405-447, 2015
302015
From traffic and pedestrian follow-the-leader models with reaction time to first order convection-diffusion flow models
A Tordeux, G Costeseque, M Herty, A Seyfried
SIAM journal on applied mathematics 78 (1), 63-79, 2018
162018
Analyse et modélisation du trafic routier: Passage du microscopique au macroscopique
G Costeseque
Mém. Maitrise À L’Université Lyon–2011, 2011
132011
Discussion about traffic junction modelling: conservation laws VS Hamilton-Jacobi equations
G Costeseque, JP Lebacque
122013
Multi-anticipative car-following behaviour: macroscopic modeling
G Costeseque, JP Lebacque
Traffic and Granular Flow'13, 395-405, 2015
82015
Mesoscopic multiclass traffic flow modeling on multi-lane sections
G Costeseque, A Duret
95th annual meeting transportation research board-TRB, 27, 2016
72016
Modélisation et simulation dans le contexte du trafic routier
G Costeseque
Modéliser et simuler. Epistémologies et pratiques de la modéélisation et de …, 2013
72013
Intersection modeling using a convergent scheme based on Hamilton-Jacobi equation
G Costeseque, JP Lebacque
EWGT2012 - 15th Meeting of the EURO Working Group on Transportation, pp. 736-748, 2012
72012
The impact of source terms in the variational representation of traffic flow
JA Laval, G Costeseque, B Chilukuri
Transportation Research Part B: Methodological 94, 204-216, 2016
62016
Contribution to road traffic flow modeling on networks thanks to Hamilton-Jacobi equations
G Costeseque
PhD thesis, UPE, Université Paris-Est, 2014
62014
A coupled PDE-ODE model for bounded acceleration in macroscopic traffic flow models
N Laurent-Brouty, G Costeseque, P Goatin
IFAC-PapersOnLine 51 (9), 37-42, 2018
52018
Lagrangian GSOM traffic flow models on junctions
G Costeseque, JP Lebacque, A Khelifi
IFAC-PapersOnLine 48 (1), 147-152, 2015
52015
A macroscopic traffic flow model accounting for bounded acceleration
N Laurent-Brouty, G Costeseque, P Goatin
SIAM Journal on Applied Mathematics 81 (1), 173-189, 2021
42021
Pareto-Optimal Coupling Conditions for the Aw--Rascle--Zhang Traffic Flow Model at Junctions
O Kolb, G Costeseque, P Goatin, S Göttlich
SIAM Journal on Applied Mathematics 78 (4), 1981-2002, 2018
42018
Contribution à l'étude du trafic routier sur réseaux à l'aide des équations d'Hamilton-Jacobi
G Costeseque
Paris Est, 2014
32014
Pareto-optimal coupling conditions for a second order traffic flow model at junctions
O Kolb, G Costeseque, P Goatin, S Göttlich
12017
Lax-Hopf formula for ARZ traffic flow model
G Costeseque
12015
Optimization-based queue length estimation on arterial networks using a macroscopic traffic model enforcing vehicles bounded acceleration
K Qian, G Costeseque, E Canepa, C Claudel
2019
TIPE: modélisation mathématique du trafic routier–Compléments sur l’approche macroscopique–
G Costeseque
2019
Il sistema al momento non può eseguire l'operazione. Riprova più tardi.
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