Virtual Elements for the Stokes and Navier–Stokes equation, International Workshop on Virtual Element Analysis: Scientific Computation and Applications, Vallore Institute of Technology (India).
Adaptive Virtual Element Methods: convergence and optimality, Seventh Chilean Workshop on Numerical Analysis of Partial Differential Equations (WONAPDE) 2024, Concepcion (Chile).
Divergence-free Virtual Element Method for fluid-dynamics, Numerical Methods for Problems in Fluid Dynamics (Numerics) 2024, Naples.
Virtual Element Method for large deformations of Single Layer Plates, ECCOMAS Congress 2024, Lisbon (Portugal).
Discretization of Navier-Stokes equation with compatible Virtual Elements, IACM Computational Fluids Conference (CFC) 2023, Cannes (France)
Adaptive Virtual Element Methods: convergence and optimality, International Conference on Spectral and High Order Methods (ICOSAHOM) 2023, Seoul (Korea).
Virtual element method for the Navier-Stokes equation coupled with the heat equation, SIMAI Congress 2023, Matera.
An introduction to the divergence-free Virtual Element Method with focus on the Oseen Equation, Calcolo Scientifico e Modelli matematici alla ricerca delle cose nascoste attraverso le cose manifeste, Roma.
Virtual elements for a fluid-structure interaction problem, Workshop on Numerical Methods and Analysis in CFD, Berlin (Germany)
Divergence-free Virtual Elements for fluid dynamics, POEMS 2022, Milano.
A VEM for the miscible displacement of incompressible fluids in porous media, WCCM--ECCOMAS 2020, Paris (France).
Divergence free Virtual Elements for fluidodynamics, SIAM Conference on Computational Science and Engineering 2021, Fort Worth (Texas-USA).
Vorticity-stabilized Virtual Elements for the Oseen Equation, INDAM Workshop on Polygonal Method for PDEs, Roma.
A VEM for the miscible displacement of incompressible fluids in porous media, SIAM Conference on Mathematical & Computational Issues in the Geosciences, Milano.
Virtual Elements for a fluid-structure interaction problem, XMaths 2020, Bari.
The Virtual Element Method with curved edges, Workshop on Computational Mathematics DelMar Numerics Day, College Park (Maryland - USA).
The Stokes Complex for Virtual Elements, MAFELAP 2019, Brunel University, London (U.K.).
The Virtual Element Method with curved edges, ICIAM 2019, Valencia (Spain).
The Stokes Complex for Virtual Elements, ICIAM 2019, Valencia (Spain).
The Virtual Elements for the Stokes Equation on polyhedral meshes, UMI 2019, Pavia
The Virtual Elements for the Stokes Equation on polyhedral meshes, ENUMATH 2019, Egmaond aan Zee (Netherlands)
The Virtual Elements for the Stokes Equation on polyhedral meshes, 2nd WORKSHOP of the ERC PROJECT CHANGE, Sestri Levante
Introduction and some recent advances on the Virtual Element Method, Mediolanum 2018, Milano.
The Virtual Element Method with curved edges, Workshop 10th SDS, Monopoli.
Virtual Elements for the Navier-Stokes problem on polygonal meshes, ESMC 2018, Bologna.
The Virtual Element Method with curved edges, SIAM Annual Meeting, Portland (Oregon - USA).
An H1-conforming virtual elements for Darcy and Brinkman equations, FEF 2017, Roma.
The Virtual Element Method with curved edges, POEMS 2017, Milano.
Divergence free virtual elements for Stokes equations and and H1-conforming virtual elements for Darcy and Brinkman equations, USNCCM14th, Montreal (Canada)
Divergence free virtual elements for Stokes and Navier-Stokes equations, ECCOMAS PhD Olympiad, Milano.
Virtual Elements for the Navier-Stokes problem on polygonal meshes, ENUMATH 2017, Voss (Norway).
Introduction and some recent advances on the Virtual Element Method, XMaths 2017, Bari.
Advancements in Mimetic and Virtual Element Methods, GNCS-INDAM Meeting, Montecatini.
A stable Virtual Element Method for Darcy equations and Brinkman equations, ECCOMAS Congress 2016, Heraklion (Greece).
A stable Virtual Element Method for Darcy equations and Brinkman equations, SIMAI Congress 2016, Milano.
Virtual Element Methods for Parabolic Problems, GAMM 86th Annual Scientific Conference, Lecce.
Spectral Properties and Conservation Laws in Mimetic Finite Difference Methods for PDEs, X-DMS, Ferrara.
Virtual Element Methods for PDEs, Residenza Universitaria Biomedica--Collegio Santa Caterina da Siena day, Pavia.
Divergence-free Virtual Element Methods for the Stokes Problem, Workshop XMaths 2015, Bari.
Virtual Element Methods for Parabolic Problems, Workshop XMaths 2014, Bari.
The mimetic finite difference method for diffusion problems, Workshop XMaths 2013, Bari.