FRASCA CACCIA, Gianluca
FRASCA CACCIA, Gianluca
Dipartimento di Matematica/DIPMAT
A conservative numerical method for a time fractional diffusion equation
2022-01-01 Cardone, A.; Frasca Caccia, G.
A Corrosion Model for Predictive Maintenance in the Cultural Heritage Field
2023-01-01 Casillo, Mario; Conte, Dajana; Frasca-Caccia, Gianluca; Lorusso, Angelo; Pagano, Giovanni; Paternoster, Beatrice; Valentino, Carmine
A MATLAB code for the computational solution of a phase field model for pitting corrosion
2022-01-01 Conte, D.; Frasca Caccia, G.
A new framework for polynomial approximation to differential equations
2022-01-01 Brugnano, Luigi; Frasca-Caccia, Gianluca; Iavernaro, Felice; Vespri, Vincenzo
A New Technique for Preserving Conservation Laws
2022-01-01 FRASCA CACCIA, Gianluca; Hydon Peter, E.
Adapted Numerical Methods for Reaction-Diffusion Problems
2023-01-01 Conte, Dajana; Frasca-Caccia, Gianluca; Pagano, Giovanni; Paternoster, Beatrice; Valentino, Carmine
Adapted numerical treatment of stiff PDEs models from applications
2023-01-01 Conte, Dajana; Frasca-Caccia, Gianluca; Pagano, Giovanni; Paternoster, Beatrice
An IoT-based framework for the enjoyment and protection of Cultural Heritage Artifacts
2023-01-01 Colace, F.; Conte, D.; Frasca-Caccia, G.; Lorusso, A.; Santaniello, D.; Valentino, C.
An overview of differential models for corrosion of cultural heritage artefacts
2023-01-01 Frasca Caccia, G; Valentino, C; Colace, F; Conte, D
Arbitrarily High-Order Energy-Conserving Methods for Hamiltonian Problems with Quadratic Holonomic Constraints
2024-01-01 Amodio, P; Brugnano, L; Frasca Caccia, G; Iavernaro, F
Bespoke finite difference methods that preserve two local conservation laws of the modified KdV equation
2019-01-01 Frasca Caccia, Gianluca.
Efficient implementation of Gauss collocation and Hamiltonian Boundary Value Methods
2014-01-01 Brugnano, Luigi; FRASCA CACCIA, Gianluca; Felice, Iavernaro
Efficient implementation of geometric integrators for separable Hamiltonian problems
2013-01-01 Brugnano, Luigi; FRASCA CACCIA, Gianluca; Felice, Iavernaro
Efficient Solution of a Metal Corrosion Model
2024-01-01 FRASCA CACCIA, Gianluca; Conte, Dajana
Efficient Solution of a Phase Field Model for Pitting Corrosion
2024-01-01 Conte, Dajana; FRASCA CACCIA, Gianluca; Paternoster, Beatrice
Efficient Solution of a Pitting Corrosion Model
2023-01-01 FRASCA CACCIA, Gianluca; Conte, Dajana
Energy conservation issues in the numerical solution of Hamiltonian PDEs
2015-01-01 Brugnano, Luigi; FRASCA CACCIA, Gianluca; Iavernaro, Felice.
Energy conservation issues in the numerical solution of the semilinear wave equation
2015-01-01 Brugnano, Luigi; FRASCA CACCIA, Gianluca; Iavernaro, Felice.
Energy conserving methods for differential equations
2017-01-01 FRASCA CACCIA, Gianluca
Energy-conserving methods for the nonlinear Schroedinger equation
2018-01-01 Barletti, Luigi; Brugnano, Luigi; Frasca Caccia, Gianluca; Iavernaro, Felice.
Titolo | Data di pubblicazione | Autore(i) | File |
---|---|---|---|
A conservative numerical method for a time fractional diffusion equation | 1-gen-2022 | Cardone, A.; Frasca Caccia, G. | |
A Corrosion Model for Predictive Maintenance in the Cultural Heritage Field | 1-gen-2023 | Casillo, Mario; Conte, Dajana; Frasca-Caccia, Gianluca; Lorusso, Angelo; Pagano, Giovanni; Paternoster, Beatrice; Valentino, Carmine | |
A MATLAB code for the computational solution of a phase field model for pitting corrosion | 1-gen-2022 | Conte, D.; Frasca Caccia, G. | |
A new framework for polynomial approximation to differential equations | 1-gen-2022 | Brugnano, Luigi; Frasca-Caccia, Gianluca; Iavernaro, Felice; Vespri, Vincenzo | |
A New Technique for Preserving Conservation Laws | 1-gen-2022 | FRASCA CACCIA, Gianluca; Hydon Peter, E. | |
Adapted Numerical Methods for Reaction-Diffusion Problems | 1-gen-2023 | Conte, Dajana; Frasca-Caccia, Gianluca; Pagano, Giovanni; Paternoster, Beatrice; Valentino, Carmine | |
Adapted numerical treatment of stiff PDEs models from applications | 1-gen-2023 | Conte, Dajana; Frasca-Caccia, Gianluca; Pagano, Giovanni; Paternoster, Beatrice | |
An IoT-based framework for the enjoyment and protection of Cultural Heritage Artifacts | 1-gen-2023 | Colace, F.; Conte, D.; Frasca-Caccia, G.; Lorusso, A.; Santaniello, D.; Valentino, C. | |
An overview of differential models for corrosion of cultural heritage artefacts | 1-gen-2023 | Frasca Caccia, G; Valentino, C; Colace, F; Conte, D | |
Arbitrarily High-Order Energy-Conserving Methods for Hamiltonian Problems with Quadratic Holonomic Constraints | 1-gen-2024 | Amodio, P; Brugnano, L; Frasca Caccia, G; Iavernaro, F | |
Bespoke finite difference methods that preserve two local conservation laws of the modified KdV equation | 1-gen-2019 | Frasca Caccia, Gianluca. | |
Efficient implementation of Gauss collocation and Hamiltonian Boundary Value Methods | 1-gen-2014 | Brugnano, Luigi; FRASCA CACCIA, Gianluca; Felice, Iavernaro | |
Efficient implementation of geometric integrators for separable Hamiltonian problems | 1-gen-2013 | Brugnano, Luigi; FRASCA CACCIA, Gianluca; Felice, Iavernaro | |
Efficient Solution of a Metal Corrosion Model | 1-gen-2024 | FRASCA CACCIA, Gianluca; Conte, Dajana | |
Efficient Solution of a Phase Field Model for Pitting Corrosion | 1-gen-2024 | Conte, Dajana; FRASCA CACCIA, Gianluca; Paternoster, Beatrice | |
Efficient Solution of a Pitting Corrosion Model | 1-gen-2023 | FRASCA CACCIA, Gianluca; Conte, Dajana | |
Energy conservation issues in the numerical solution of Hamiltonian PDEs | 1-gen-2015 | Brugnano, Luigi; FRASCA CACCIA, Gianluca; Iavernaro, Felice. | |
Energy conservation issues in the numerical solution of the semilinear wave equation | 1-gen-2015 | Brugnano, Luigi; FRASCA CACCIA, Gianluca; Iavernaro, Felice. | |
Energy conserving methods for differential equations | 1-gen-2017 | FRASCA CACCIA, Gianluca | |
Energy-conserving methods for the nonlinear Schroedinger equation | 1-gen-2018 | Barletti, Luigi; Brugnano, Luigi; Frasca Caccia, Gianluca; Iavernaro, Felice. |