BEIRAO DA VEIGA, LOURENCO
BEIRAO DA VEIGA, LOURENCO
Istituto di Matematica Applicata e Tecnologie Informatiche - IMATI -
The virtual element method for the 3D resistive magnetohydrodynamic model
2023 BEIRAO DA VEIGA, Lourenco; Dassi, F; Manzini, G; Mascotto, L
Virtual elements for Maxwell's equations
2022 L. Beirao da Veiga; F. Dassi; G. Manzini;L. Mascotto
The Virtual Element Method with curved edges
2019 BEIRAO DA VEIGA, Lourenco; Russo, A; Vacca, G
A family of three-dimensional virtual elements with applications to magnetostatics
2018 BEIRAO DA VEIGA, Lourenco; Brezzi, F; Dassi, F; Marini, Ld; Russo, A
Exponential convergence of the hp virtual element method in presence of corner singularities
2018 L. Beirao da Veiga; A. Chernov; L. Mascotto;A. Russo
Serendipity virtual elements for general elliptic equations in three dimensions
2018 BEIRAO DA VEIGA, Lourenco; Brezzi, F; Dessi, F; Marini, Ld; Russo, A
Arbitrary order 2D virtual elements for polygonal meshes: Part I, elastic problem
2017 E. Artioli; L. Beirao da Veiga; C. Lovadina;E. Sacco
Arbitrary order 2D virtual elements for polygonal meshes: Part II, inelastic problem
2017 Artioli, E; BEIRAO DA VEIGA, Lourenco; Lovadina, C; Sacco, E
Divergence free virtual elements for the Stokes problem on polygonal meshes
2017 BEIRAO DA VEIGA, Lourenco; Lovadina, C; Vacca, G
High-order Virtual Element Method on polyhedral meshes
2017 BEIRAO DA VEIGA, Lourenco; Dessi, F; Russo, A
Serendipity face and edge VEM spaces
2017 BEIRAO DA VEIGA, Lourenco; Brezzi, F; Marini, Ld; Russo, A
Stability analysis for the virtual element method
2017 L. Beirao Da Veiga; C. Lovadina;A. Russo
Virtual Element approximation of 2D magnetostatic problems
2017 BEIRAO DA VEIGA, Lourenco; Brezzi, F; Dassi, F; Marini, Ld; Russo, A
A C^1 virtual element method for the Cahn-Hilliard equation with polygonal meshes
2016 P.F. Antonietti; L. Beirao da Veiga; S. Scacchi;M. Verani
H(div) and H(curl)-conforming virtual element methods
2016 BEIRAO DA VEIGA, Lourenco; Brezzi, F; Marini, Ld; Russo, A
Mixed Virtual Element Methods for general second order elliptic problems on polygonal meshes
2016 L. Beirao da Veiga; F. Brezzi; L.D. Marini;A. Russo
Serendipity nodal VEM spaces
2016 BEIRAO DA VEIGA, Lourenco; Brezzi, F; Marini, Ld; Russo, A
Virtual element implementation for general elliptic equations
2016 BEIRAO DA VEIGA, Lourenco; Brezzi, F; Marini, Ld; Russo, A
Virtual Element Method for general second-order elliptic problems on polygonal meshes
2016 L. Beirao da Veiga; F. Brezzi; L.D. Marini;A. Russo
Isogeometric collocation methods for the Reissner-Mindlin plate problem
2015 J. Kiendl; F. Auricchio; L. Beirao da Veiga; C. Lovadina;A. Reali
| Titolo | Data di pubblicazione | Autore(i) | File |
|---|---|---|---|
| The virtual element method for the 3D resistive magnetohydrodynamic model | 1-gen-2023 | BEIRAO DA VEIGA, Lourenco; Dassi, F; Manzini, G; Mascotto, L | |
| Virtual elements for Maxwell's equations | 1-gen-2022 | L. Beirao da Veiga; F. Dassi; G. Manzini;L. Mascotto | |
| The Virtual Element Method with curved edges | 1-gen-2019 | BEIRAO DA VEIGA, Lourenco; Russo, A; Vacca, G | |
| A family of three-dimensional virtual elements with applications to magnetostatics | 1-gen-2018 | BEIRAO DA VEIGA, Lourenco; Brezzi, F; Dassi, F; Marini, Ld; Russo, A | |
| Exponential convergence of the hp virtual element method in presence of corner singularities | 1-gen-2018 | L. Beirao da Veiga; A. Chernov; L. Mascotto;A. Russo | |
| Serendipity virtual elements for general elliptic equations in three dimensions | 1-gen-2018 | BEIRAO DA VEIGA, Lourenco; Brezzi, F; Dessi, F; Marini, Ld; Russo, A | |
| Arbitrary order 2D virtual elements for polygonal meshes: Part I, elastic problem | 1-gen-2017 | E. Artioli; L. Beirao da Veiga; C. Lovadina;E. Sacco | |
| Arbitrary order 2D virtual elements for polygonal meshes: Part II, inelastic problem | 1-gen-2017 | Artioli, E; BEIRAO DA VEIGA, Lourenco; Lovadina, C; Sacco, E | |
| Divergence free virtual elements for the Stokes problem on polygonal meshes | 1-gen-2017 | BEIRAO DA VEIGA, Lourenco; Lovadina, C; Vacca, G | |
| High-order Virtual Element Method on polyhedral meshes | 1-gen-2017 | BEIRAO DA VEIGA, Lourenco; Dessi, F; Russo, A | |
| Serendipity face and edge VEM spaces | 1-gen-2017 | BEIRAO DA VEIGA, Lourenco; Brezzi, F; Marini, Ld; Russo, A | |
| Stability analysis for the virtual element method | 1-gen-2017 | L. Beirao Da Veiga; C. Lovadina;A. Russo | |
| Virtual Element approximation of 2D magnetostatic problems | 1-gen-2017 | BEIRAO DA VEIGA, Lourenco; Brezzi, F; Dassi, F; Marini, Ld; Russo, A | |
| A C^1 virtual element method for the Cahn-Hilliard equation with polygonal meshes | 1-gen-2016 | P.F. Antonietti; L. Beirao da Veiga; S. Scacchi;M. Verani | |
| H(div) and H(curl)-conforming virtual element methods | 1-gen-2016 | BEIRAO DA VEIGA, Lourenco; Brezzi, F; Marini, Ld; Russo, A | |
| Mixed Virtual Element Methods for general second order elliptic problems on polygonal meshes | 1-gen-2016 | L. Beirao da Veiga; F. Brezzi; L.D. Marini;A. Russo | |
| Serendipity nodal VEM spaces | 1-gen-2016 | BEIRAO DA VEIGA, Lourenco; Brezzi, F; Marini, Ld; Russo, A | |
| Virtual element implementation for general elliptic equations | 1-gen-2016 | BEIRAO DA VEIGA, Lourenco; Brezzi, F; Marini, Ld; Russo, A | |
| Virtual Element Method for general second-order elliptic problems on polygonal meshes | 1-gen-2016 | L. Beirao da Veiga; F. Brezzi; L.D. Marini;A. Russo | |
| Isogeometric collocation methods for the Reissner-Mindlin plate problem | 1-gen-2015 | J. Kiendl; F. Auricchio; L. Beirao da Veiga; C. Lovadina;A. Reali |