MARCELLINI, FRANCESCA
MARCELLINI, FRANCESCA
DIPARTIMENTO DI MATEMATICA E APPLICAZIONI
AUTONOMOUS VEHICLES DRIVING TRAFFIC: THE CAUCHY PROBLEM
2024 Garavello, M; Marcellini, F
Vanishing viscosity for a 2 × 2 system modeling congested vehicular traffic
2021 Coclite, G; De Nitti, N; Garavello, M; Marcellini, F
A Riemann solver at a junction compatible with a homogenization limit
2018 Garavello, M; Marcellini, F
Existence of solutions to a boundary value problem for a phase transition traffic model
2017 Marcellini, F
On the Stability of a Model for the Cutting of Metal Plates by Means of Laser Beams
2017 Marcellini, F
The Godunov method for a 2-phase model
2017 Garavello, M; Marcellini, F
The Riemann problem at a junction for a Phase Transition traffic model
2017 Garavello, M; Marcellini, F
A traffic model aware of real time data
2016 Marcellini, F; Colombo, R
Biological and industrial models motivating nonlocal conservation laws: A review of analytic and numerical results
2016 Colombo, R; Marcellini, F; Rossi, E
Existence of Solutions to a Boundary Value Problem for a Phase Transition Traffic Model
2016 Marcellini, F
ODE-PDE models in traffic flow dynamics
2016 Marcellini, F
The Godunov Method for a 2-Phase Model
2016 Garavello, M; Marcellini, F; Garavello, M
The Riemann Problem at a Junction for a Phase Transition Traffic Model
2016 Garavello, M; Marcellini, F
A mixed ODE-PDE model for vehicular traffic
2015 Colombo, R; Marcellini, F
NonLocal Systems of Balance Laws in Several Space Dimensions with Applications to Laser Technology
2015 Colombo, R; Marcellini, F
ODE-PDE Models in Traffic Flow Dynamics
2015 Colombo, R; Marcellini, F
Traffico Veicolare e Dinamica di Pedoni Attraverso le Leggi di Conservazione
2015 Colombo, R; Marcellini, F
A Traffic Model Aware of Real Time Data
2014 Colombo, R; Marcellini, F
Free-Congested and Micro-Macro Descriptions of Traffic Flow
2014 Marcellini, F
ODE-PDE Models in Traffic Flow Dynamics
2014 Colombo, R; Marcellini, F