RUSSO, ALESSANDRO
RUSSO, ALESSANDRO
DIPARTIMENTO DI MATEMATICA E APPLICAZIONI
A Hu-Washizu variational approach to self-stabilized quadrilateral Virtual Elements: 2D linear elastodynamics
2024 Lamperti, A; Cremonesi, M; Perego, U; Russo, A; Lovadina, C
Analysis of a stabilization-free quadrilateral Virtual Element for 2D linear elasticity in the Hu-Washizu formulation
2024 Cremonesi, M; Lamperti, A; Lovadina, C; Perego, U; Russo, A
Curved Domains in Magnetics: A Virtual Element Method Approach for the T.E.A.M. 25 Benchmark Problem
2024 Dassi, F; Di Barba, P; Russo, A
Curvilinear Mesh Generation for the High-Order Virtual Element Method (VEM)
2024 Kirilov, K; Peiró, J; Green, M; Moxey, D; Beirao da Veiga, L; Dassi, F; Russo, A
Quantitative Study of the Stabilization Parameter in the Virtual Element Method
2024 Russo, A; Sukumar, N
The nonconforming virtual element method with curved edges
2024 Beirao da Veiga, L; Liu, Y; Mascotto, L; Russo, A
A Hu–Washizu variational approach to self-stabilized virtual elements: 2D linear elastostatics
2023 Lamperti, A; Cremonesi, M; Perego, U; Russo, A; Lovadina, C
The virtual element method
2023 Beirao Da Veiga, L; Brezzi, F; Marini, D; Russo, A
A free-cutting mesh strategy for optimal shape synthesis in magnetics
2022 Dassi, F; Di Barba, P; Russo, A
Eugenio Beltrami à l’Académie des Sciences and Adhemar de Saint-Venant all’Accademia dei Lincei
2022 Sacchi Landriani, G; Russo, A
Virtual Element Method and Optimal Shape Design in Magnetics
2022 Dassi, F; Di Barba, P; Russo, A
A C1 Virtual Element Method on polyhedral meshes
2020 Beirao da Veiga, L; Dassi, F; Russo, A
Polynomial preserving virtual elements with curved edges
2020 Beirao Da Veiga, L; Brezzi, F; Marini, L; Russo, A
Virtual element method and permanent magnet simulations: potential and mixed formulations
2020 Dassi, F; Di Barba, P; Russo, A
Discontinuous Galerkin approximation of flows in fractured porous media on polytopic grids
2019 Antonietti, P; Facciola, C; Russo, A; Verani, M
The Virtual Element Method with curved edges
2019 Beirão da Veiga, L; Russo, A; Vacca, G
Veamy: an extensible object-oriented C++ library for the virtual element method
2019 Ortiz-Bernardin, A; Alvarez, C; Hitschfeld-Kahler, N; Russo, A; Silva-Valenzuela, R; Olate-Sanzana, E
A family of three-dimensional virtual elements with applications to magnetostatics
2018 Beirão Da Veiga, L; Brezzi, F; Dassi, F; Marini, L; Russo, A
Exponential convergence of the hp virtual element method in presence of corner singularities
2018 Beirao da Veiga, L; Chernov, A; Mascotto, L; Russo, A
Lowest order Virtual Element approximation of magnetostatic problems
2018 Beirão da Veiga, L; Brezzi, F; Dassi, F; Marini, L; Russo, A