DI FRANCESCO, MARCO

DI FRANCESCO, MARCO  

Dipartimento di Ingegneria e scienze dell'informazione e matematica  

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Risultati 1 - 20 di 54 (tempo di esecuzione: 0.003 secondi).
Titolo Data di pubblicazione Autore(i) File
Measure solutions, smoothing effect, and deterministic particle approximation for a conservation law with non-local flux 1-gen-2025 Di Francesco, Marco; Fagioli, Simone; Radici, Emanuela
A system of continuity equations with nonlocal interactions of Morse type 1-gen-2025 Di Francesco, Marco; Iorio, Valeria
The Approximation of the Quadratic Porous Medium Equation via Nonlocal Interacting Particles Subject to Repulsive Morse Potential 1-gen-2025 Di Francesco, M.; Iorio, V.; Schmidtchen, M.
Kermack-McKendrick type models for epidemics with nonlocal aggregation terms 1-gen-2025 Francesco, Marco Di; Zefreh, Fatemeh Ghaderi
Second Order Two-Species Systems with Nonlocal Interactions: Existence and Large Damping Limits 1-gen-2023 Di Francesco, M.; Fagioli, S.; Iorio, V.
The mathematical theory of Hughes’ model: a survey of results 1-gen-2023 Amadori, D.; Andreianov, B.; Di Francesco, M.; Fagioli, S.; Girard, T.; Goatin, P.; Markowich, P.; Pietschmann, J. -F.; Rosini, M. D.; Russo, G.; Stivaletta, G.; Wolfram, and M. T.
The one-sided lipschitz condition in the follow-the-leader approximation of scalar conservation laws 1-gen-2022 Francesco, Marco Di; Stivaletta, Graziano
Particle approximation of one-dimensional Mean-Field-Games with local interactions 1-gen-2022 Francesco, Marco Di; Duisembay, Serikbolsyn; Gomes, Diogo Aguiar; Ribeiro, Ricardo
Many-particle limit for a system of interaction equations driven by Newtonian potentials 1-gen-2021 Difrancesco, M.; Esposito, A.; Schmidtchen, M.
Measure solutions to a system of continuity equations driven by Newtonian nonlocal interactions 1-gen-2020 Carrillo, J. A.; Di Francesco, M.; Esposito, A.; Fagioli, S.; Schmidtchen, M.
Convergence of the follow-the-leader scheme for scalar conservation laws with space dependent flux 1-gen-2020 Di Francesco, M.; Stivaletta, G.
Deterministic particle approximation for nonlocal transport equations with nonlinear mobility 1-gen-2019 Di Francesco, Marco; Fagioli, Simone; Radici, Emanuela
Multiple large-time behavior of nonlocal interaction equations with quadratic diffusion 1-gen-2019 Di Francesco, Marco; Jaafra, Yahya
Sorting phenomena in a mathematical model for two mutually attracting/repelling species 1-gen-2018 Burger, Martin; Di Francesco, Marco; Fagioli, Simone; Stevens, Angela
Nonlinear degenerate cross-diffusion systems with nonlocal interaction 1-gen-2018 Di Francesco, M.; Esposito, Antonio; Fagioli, S.
A deterministic particle approximation for non-linear conservation laws 1-gen-2018 Di Francesco, M.; Fagioli, S.; Rosini, M. D.; Russo, G.
Deterministic particle approximation of the hughes model in one space dimension 1-gen-2017 DI FRANCESCO, Marco; Fagioli, Simone; Rosini, Massimiliano Daniele; Russo, Giovanni
Many particle approximation of the Aw-Rascle-Zhang second order model for vehicular traffic 1-gen-2017 DI FRANCESCO, Marco; Fagioli, Simone; Rosini, Massimiliano D.
Deterministic particle approximation of scalar conservation laws 1-gen-2017 Di Francesco, M.; Fagioli, Simone; Rosini, M. D.
Follow-the-leader approximations of macroscopic models for vehicular and pedestrian flows 1-gen-2017 Di Francesco, M.; Fagioli, S.; Rosini, M. D.; Russo, G.