BEIRAO DA VEIGA, LOURENCO
BEIRAO DA VEIGA, LOURENCO
DIPARTIMENTO DI MATEMATICA E APPLICAZIONI
Stability and Interpolation Properties for Stokes-Like Virtual Element Spaces
2023 Meng, J; Beirao da Veiga, L; Mascotto, L
Interpolation and stability properties of low-order face and edge virtual element spaces
2022 Beirão da Veiga, L; Mascotto, L
Arbitrary-order pressure-robust DDR and VEM methods for the Stokes problem on polyhedral meshes
2022 Beirao da Veiga, L; Dassi, F; Di Pietro, D; Droniou, J
Sharper Error Estimates for Virtual Elements and a Bubble-Enriched Version
2022 Beirao da Veiga, L; Vacca, G
Virtual elements for Maxwell's equations
2022 Beirao da Veiga, L; Dassi, F; Manzini, G; Mascotto, L
Interpolation and stability estimates for edge and face virtual elements of general order
2022 Beirao da Veiga, L; Mascotto, L; Meng, J
Vorticity-stabilized virtual elements for the Oseen equation
2021 Beirão da Veiga, L; Dassi, F; Vacca, G
A virtual element method for the miscible displacement of incompressible fluids in porous media
2021 Beirao da Veiga, L; Pichler, A; Vacca, G
SUPG-stabilized virtual elements for diffusion-convection problems: A robustness analysis
2021 Beirao da Veiga, L; Dassi, F; Lovadina, C; Vacca, G
Equilibrium analysis of an immersed rigid leaflet by the virtual element method
2021 Beirao Da Veiga, L; Canuto, C; Nochetto, R; Vacca, G
A C1 Virtual Element Method on polyhedral meshes
2020 Beirao da Veiga, L; Dassi, F; Russo, A
The Stokes complex for Virtual Elements in three dimensions
2020 Beirão da Veiga, L; Dassi, F; Vacca, G
Polynomial preserving virtual elements with curved edges
2020 Beirao Da Veiga, L; Brezzi, F; Marini, L; Russo, A
Curvilinear Virtual Elements for 2D solid mechanics applications
2020 Artioli, E; Beirao da Veiga, L; Dassi, F
An adaptive curved virtual element method for the statistical homogenization of random fibre-reinforced composites
2020 Artioli, E; Beirao da Veiga, L; Verani, M
Curvilinear virtual elements for contact mechanics
2020 Aldakheel, F; Hudobivnik, B; Artioli, E; Beirao da Veiga, L; Wriggers, P
A simple and effective gradient recovery scheme and a posteriori error estimator for the Virtual Element Method (VEM)
2019 Chi, H; Beirao da Veiga, L; Paulino, G
The Virtual Element Method with curved edges
2019 Beirão da Veiga, L; Russo, A; Vacca, G
Virtual Element approximations of the Vector Potential Formulation of Magnetostatic problems
2018 Beirão da Veiga, L; Brezzi, F; Marini, L; Russo, A
Serendipity Virtual Elements for General Elliptic Equations in Three Dimensions
2018 Beirão Da Veiga, L; Brezzi, F; Dassi, F; Marini, L; Russo, A