Salta al contenuto principale
Ricerc@Sapienza
Toggle navigation
Home
Login
Home
Persone
fabio.camilli@uniroma1.it
Fabio Camilli
Professore Ordinario
Struttura:
DIPARTIMENTO DI SCIENZE DI BASE ED APPLICATE PER L'INGEGNERIA
E-mail:
fabio.camilli@uniroma1.it
Pagina istituzionale corsi di laurea
Curriculum Sapienza
Pubblicazioni
Titolo
Pubblicato in
Anno
A continuous dependence estimate for viscous Hamilton-Jacobi equations on networks with applications
CALCULUS OF VARIATIONS AND PARTIAL DIFFERENTIAL EQUATIONS
2024
Approximation of the Value Function for Optimal Control Problems on Stratified Domains
SIAM JOURNAL ON NUMERICAL ANALYSIS
2023
On Quasi-Stationary Mean Field Games of Controls
APPLIED MATHEMATICS AND OPTIMIZATION
2023
Rates of convergence for the policy iteration method for Mean Field Games systems
JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS
2022
A note on Kazdan-Warner equation on networks
ADVANCES IN CALCULUS OF VARIATIONS
2022
A policy iteration method for mean field games
IFAC PAPERSONLINE
2022
A policy iteration method for Mean Field Games
IFAC-PapersOnLine
2022
A Mean Field Games model for finite mixtures of Bernoulli and categorical distributions
JOURNAL OF DYNAMICS AND GAMES
2021
Superposition principle and schemes for measure differential equations
KINETIC AND RELATED MODELS
2021
A policy iteration method for mean field games
ESAIM. COCV
2021
A quadratic mean field games model for the langevin equation
AXIOMS
2021
Existence and regularity results for viscous Hamilton–Jacobi equations with Caputo time-fractional derivative
NODEA-NONLINEAR DIFFERENTIAL EQUATIONS AND APPLICATIONS
2020
A mean field games approach to cluster analysis
APPLIED MATHEMATICS AND OPTIMIZATION
2020
Variational Time-Fractional Mean Field Games
DYNAMIC GAMES AND APPLICATIONS
2020
Approximation of Hamilton-Jacobi equations with Caputo time-fractional derivative
MINIMAX THEORY AND ITS APPLICATIONS
2020
A time-fractional mean field game
ADVANCES IN DIFFERENTIAL EQUATIONS
2019
A measure theoretic approach to traffic flow optimization on networks
EUROPEAN JOURNAL OF APPLIED MATHEMATICS
2019
A Hopf-Lax formula for Hamilton-Jacobi equations with Caputo time-fractional derivative
JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS
2019
Memory effects in measure transport equations
KINETIC AND RELATED MODELS
2019
Measure-valued solutions to nonlocal transport equations on networks
JOURNAL OF DIFFERENTIAL EQUATIONS
2018
1
2
seguente ›
ultima »
Progetti di Ricerca
Mathematical models for interacting systems
Analysis and control of time-fractional differential equations
© Università degli Studi di Roma "La Sapienza" - Piazzale Aldo Moro 5, 00185 Roma