SMARRAZZO, FLAVIA
SMARRAZZO, FLAVIA
Facoltà Dipartimentale di Ingegneria
Discontinuous Solutions of Hamilton–Jacobi Equations Versus Radon Measure-Valued Solutions of Scalar Conservation Laws: Disappearance of Singularities
2023-01-01 Bertsch, M.; Smarrazzo, F.; Terracina, A.; Tesei, A.
Discontinuous viscosity solutions of first-order Hamilton-Jacobi equations
2021-01-01 Bertsch, M.; Smarrazzo, F.; Terracina, A.; Tesei, A.
Existence and uniqueness for a class of nonlinear elliptic equations with measure data
2022-01-01 Porzio, M. M.; Smarrazzo, F.
Existence of solutions for coupled hybrid systems of differential equations for microscopic dynamics and local concentrations
2023-01-01 Menci, Marta; Papi, Marco; Smarrazzo, Flavia
Existence of solutions to a class of weakly coercive diffusion equations with singular initial data
2017-01-01 Papi, M; Porzio, M; Smarrazzo, F
Local and Global Solutions for a Hyperbolic-Elliptic Model of Chemotaxis on a Network
2019-01-01 Papi, M; Smarrazzo, F; Guarguaglini, F R
Measure Theory and Nonlinear Evolution Equations
2022-01-01 Smarrazzo, Flavia; Tesei, Alberto
Measure-valued solutions of scalar hyperbolic conservation laws, Part 1: Existence and time evolution of singular parts
2024-01-01 Bertsch, Michiel; Smarrazzo, Flavia; Terracina, Andrea; Tesei, Alberto
Noncoercive diffusion equations with Radon measures as initial data
2022-01-01 Porzio, M. M.; Smarrazzo, F.; Tesei, A.
On a class of forward-backward parabolic equations: Formation of singularities
2020-01-01 Bertsch, M.; Smarrazzo, F.; Tesei, A.
On a coupled hybrid system of nonlinear differential equations with a nonlocal concentration
2023-01-01 Menci, M.; Papi, M.; Porzio, M. M.; Smarrazzo, F.
RADON MEASURE-VALUED SOLUTIONS OF UNSTEADY FILTRATION EQUATIONS
2023-01-01 Porzio, M. M.; Smarrazzo, F.; Tesei, A.
Signed Radon measure-valued solutions of flux saturated scalar conservation laws
2020-01-01 Bertsch, Michiel; Null, Null; Smarrazzo, Flavia; Terracina, Andrea; Tesei, Alberto
The Neumann problem for one-dimensional parabolic equations with linear growth Lagrangian: evolution of singularities
2022-01-01 Moll, S.; Smarrazzo, F.