ERC Synergy Grant “NEMESIS - NEw generation MEthods for numerical SImulationS”
European Research Council (ERC)
BRAINUM. Numerical modelling of the Human Brain: from physiology to neurodegenerative diseases
(ICSC - NextGenerationEU project)
SIDDMs: shape-informed data-driven models for parametrized PDEs, with application to computational cardiology
MUR and NextGenerationEU programme of the European Commission
PRIN 2022 - Computational modeling of the human heart
MUR - Ministero dell'Universita' e della Ricerca
Immersed methods for multiscale and multiphysics problems (IMMEDIATE)
MUR PRIN 2022
Advanced polyhedral discretisations of heterogeneous PDEs for multiphysics problems
PRIN 2020
SPEED
Mathematical and numrical modelling of the extrusion process
Joint Research Center MATT
PRIN 2017 - Virtual Element Methods: Analysis and Applications
M.I.U.R. - MINISTERO DELL'ISTRUZIONE, DELL'UNIVERSITA' E DELLA RICERCA
PDGeoFF:Polyhedral Discretisation Methods for Geomechanical Simulation of Faults and Fractures in Poroelastic Media
European Union under the programme H2020
NEMESIS: NEw MEthods for numerical SImulationS
ANR MRSEI Project
ESCAPE-2 Energy-efficient SCalable Algorithms for weather and climate Prediction at Exascale
European Commission
PolyPDEs: Non-conforming polyhedral finite element methods for the approximation of PDEs
MIUR
Hierarchical Model Reduction Techniques for Incompressible Fluid Dynamics and Fluid-Structure Interaction Problems
US National Science Foundation project DMS-1419060
PolyNuM: Polyhedral numerical methods for PDEs
Fondazione Cariplo and Regione Lombardia
Innovative methodologies for PDE-based numerical modelling
MIUR
FARB: Diffuse interface tumor-growth models
Politecnico di Milano
Innovative Methods for Water Resources under Hydro-Climatic Uncertainty Scenarios
National project PRIN 2010/2011 (Politecnico Coordinator: A.
Non-standard numerical methods for Geophysics
INdAM-GNCS
Data-Centric Genomic Computing (GenData 2020)
National project PRIN 2010-2011 (Politecnico Coordinator: A.
FIRB SNAPLE
MIUR
Phase field approach to multiphase dynamic simulation
MathCard
European Union
Opticos
NOLAN
Innovative adaptive strategies for differential problems
MIUR
Innovative numerical methods for industrial problems with complex and mobile geometries
MIUR
AC
ARISTONCAVI SpA
Studio della termodinamica e fluidodinamica di idrocarburi in condotta con parametri incerti
Analysis and development of advanced numerical methods for PDEs
MIUR
Mathematical and numerical modeling of the fluidynamics of high-tech textiles
Carvico S.p.A. and Regione Lombardia, Italy
Advanced numerical methods for computational fluidynamics and related problems in shape optimization
Numerical modeling of the deformation properties of a textile subjected to an external load
Fondazione Politecnico
Domain decomposition and adaptivity techniques for optimal control problems
MIUR
Analysis and development of advanced numerical methods for PDEs
MIUR
Non-standard numerical methods for PDEs
GNCS
Tessile
Carvico S.p.A. e RadiciFil S.p.A.
ENI Interval Arithmetic
ENI S.p.A
Adaptive numerical approximation of multiscale and multiphysics problems
MIUR
ENI Interval Arithmetic
ENI S.p.A
Model and numerical adaptivity for partial differential equations
MIUR
TENOVA
TENOVA S.p.A.