TONON, DANIELA
TONON, DANIELA
Dipartimento di Matematica "Tullio Levi-Civita" - DM
A decomposition theorem for BV functions
2011 Bianchini, S.; Tonon, D.
A mean field model for the interactions between firms on the markets of their inputs
2024 Achdou, Y.; Carlier, G.; Petit, Q.; Tonon, D.
A Segregation Problem in Multi-Population Mean Field Games
2017 Cardaliaguet, Pierre; Porretta, Alessio; Tonon, Daniela
A Simple City Equilibrium Model with an Application to Teleworking
2023 Achdou, Y.; Carlier, G.; Petit, Q.; Tonon, D.
BV-Regularity of the Boltzmann Equation in Non-Convex Domains
2016 Guo, Y.; Kim, C.; Tonon, D.; Trescases, A.
Hamilton–Jacobi equations for controlled gradient flows: The comparison principle
2023 Conforti, Giovanni; Kraaij, Richard; Tonon, Daniela
Inward pointing trajectories, Normality of the maximum principle and the non occurrence of the Lavrentieff phenomenon in optimal control under state constraints
2013 Frankowska, H.; Tonon, D.
Optimal Control: Novel Directions and Applications
2017 Tonon, Daniela; Aronna, MARIA SOLEDAD; Kalise, Dante
Optimality conditions (In Pontryagin form)
2017 Aronna, M. S.; Tonon, D.; Boccia, A.; Campos, C. M.; Mazzola, M.; Van Nguyen, L.; Palladino, M.; Scarinci, T.; Silva, F. J.
Pointwise second-order necessary optimality conditions for the Mayer problem with control constraints
2013 Frankowska, H.; Tonon, D.
PREFACE: MEAN FIELD GAMES: NEW TRENDS AND APPLICATIONS
2021 Festa, A.; Gomes, D.; Silva, F. J.; Tonon, D.
Regularity of the Boltzmann equation in convex domains
2017 Guo, Yan; Kim, Chanwoo; Tonon, Daniela; Trescases, Ariane
Regularization Estimates and Cauchy Theory for Inhomogeneous Boltzmann Equation for Hard Potentials Without Cut-Off
2020 Hérau, Frédéric; Tonon, Daniela; Tristani, Isabelle
SBV regularity for Hamilton-Jacobi equations with Hamiltonian depending on (t, x)
2012 Bianchini, S.; Tonon, D.
SBV-like regularity for Hamilton-Jacobi equations with a convex Hamiltonian
2012 Bianchini, S.; Tonon, D.
Second order mean field games with degenerate diffusion and local coupling
2015 Cardaliaguet, Pierre; Graber, P. Jameson; Porretta, Alessio; Tonon, Daniela
Sobolev regularity for the first order Hamilton–Jacobi equation
2015 Cardaliaguet, Pierre; Porretta, Alessio; Tonon, Daniela
The Goh necessary optimality conditions for the Mayer problem with control constraints
2013 Frankowska, H.; Tonon, D.
The planning problem in mean field games as regularized mass transport
2019 Graber, P. Jameson; Mészáros, Alpár R.; Silva, Francisco J.; Tonon, Daniela
Time-Dependent Focusing Mean-Field Games: The Sub-critical Case
2019 Cirant, M.; Tonon, D.