BREZZI, FRANCO

BREZZI, FRANCO  

Istituto di Matematica Applicata e Tecnologie Informatiche - IMATI -  

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Titolo Data di pubblicazione Autore(i) File
Calcolo: A Quarterly on Numerical Analysis and Theory of Computation Vol 58 1-gen-2021 Brezzi, F; Bini, D; Guglielmi, N; Benzi, M; Favati, P
Active particles methods and challenges in behavioral systems 1-gen-2020 Bellomo, N; Brezzi, F; Soler, J
Towards a multiscale vision of active particles 1-gen-2019 Bellomo, N; Brezzi, F
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
Challenges in active particles methods: Theory and applications 1-gen-2018 Bellomo, N; Brezzi, F
Lowest order Virtual Element approximation of magnetostatic problems 1-gen-2018 Beirão da Veiga, L; Brezzi, F; Dassi, F; Marini, Ld; Russo, A
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
Mathematical models of self-propelled particles 1-gen-2017 Bellomo, N; Brezzi, F
Modeling behavioral social systems 1-gen-2017 Bellomo, N; Brezzi, F; Pulvirenti, M
Serendipity face and edge VEM spaces 1-gen-2017 BEIRAO DA VEIGA, Lourenco; Brezzi, F; Marini, Ld; Russo, A
Virtual Element approximation of 2D magnetostatic problems 1-gen-2017 BEIRAO DA VEIGA, Lourenco; Brezzi, F; Dassi, F; Marini, Ld; Russo, A
Building bridges: Connections and challenges in modern approaches to numerical partial differential equations 1-gen-2016 G.R.Barrenechea; F. Brezzi; A. Cangiani;E.H. Georgoulis Eds.
H(div) and H(curl)-conforming virtual element methods 1-gen-2016 BEIRAO DA VEIGA, Lourenco; Brezzi, F; Marini, Ld; Russo, A
Mathematics, complexity and multiscale features of large systems of self-propelled particles 1-gen-2016 Bellomo, N; Brezzi, F
Mixed Virtual Element Methods for general second order elliptic problems on polygonal meshes 1-gen-2016 BEIRAO DA VEIGA, Lourenco; Brezzi, F; Marini, Ld; Russo, A
Numerical studies on the stability of mixed finite elements over anisotropic meshes arising from immersed boundary Stokes problems 1-gen-2016 Auricchio, F; Brezzi, F; Lefieux, A; Reali, A
Preface 1-gen-2016 Barrenechea, Gr; Brezzi, F; Cangiani, A; Georgoulis, Eh
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 BEIRAO DA VEIGA, Lourenco; Brezzi, F; Marini, Ld; Russo, A