NumPDE Workshop 2025 Workshop numerical analysis Finite elements OverviewThe Group hosted the NumPDE Workshop on Numerical Analysis of PDEs on January 26-28, 2025, uniting researchers and experts in numerical analysis to discuss the latest advancements in computational methods for science and engineering.Thank you for all speakers and participants for driving impactful discussions and fostering new collaborations.Book of Abstracts: hereList of talks and slides Speaker Affiliation Talk Naveed AhmedGulf University of Science and Technology, KuwaitHigher-Order discontinuous Galerkin time discretization and convection stabilized pressure robust method for transient Navier-Stokes equationsMoataz AlghamdiKAUSTA Data-Driven Method for Parametric PDE Eigenvalue Problems Using Gaussian ProcessesNajwa AlshehriKAUSTAdvances on Interface Problems with Jumping Coefficients Using a Fictitious Domain Formulation with Distributed Lagrange MultipliersLinda AlzabenKing Abdulaziz University, Saudi ArabiaThe linear elasticity least-squares formulation and its spectrum operatorLourenco Beirao da VeigaUniversita` di Milano-Bicocca, ItalyRobust Finite and Virtual Elements for non-stationary resistive magnetohydrodynamicsSilvia BertoluzzaCNR-IMATI "Enrico Magenes", ItalyA Stabilized Three Fields formulation for Discrete Fracture NetworksFrancesca BonizzoniPolitecnico di Milano, ItalyTracking of eigensolutions to (multi)-parametric elliptic PDEsFabio CredaliKAUSTA reduced basis approach to the virtual element methodFrancesca GardiniUniversita` di Pavia, ItalyVirtual element approximation of eigenvalue problems: the Reduced Basis approach to avoid stabilization termsLucia GastaldiUniversita` di Brescia, ItalyVirtual element approximation of eigenvalue problems: is the stabilization of the right hand side necessary?Luca HeltaiUniversita` di Pisa, ItalyEffortless Hierarchies for Complex 3D Meshes: unlocking Geometric Multigrid with R3MG and discontinuous Galerkin polytopic methodsDavid I. KetchesonKAUSTExplicit structure-preserving discretizations of dyamical systemsDavid KeyesKAUSTNonlinear Preconditioning for Implicit Solution of Discretized PDEsRolf KrauseKAUSTMultilevel Strategies for non-standard Contact FormulationsCarlo MarcatiUniversita` di Pavia, ItalyExpression Rates of Neural Operators for Some Elliptic PDEsAntonietta MiraUniversita` della Svizzera Italiana, SwitzerlandParameter Inference for Chaotic Dynamical Systems via Intrinsic Dimension StatisticsMatteo ParsaniKAUSTFully-discrete entropy conservative and entropy stable discretizations for the resistive MHD equationsLuca PavarinoUniversita` di Pavia, ItalyScalable parallel solvers for cardiac reaction-diffusion cell-by-cell models and applicationsNella RotundoUniversita` di Firenze, ItalyLateral Photovoltage Scanning: Analysis, Numerics, and Data-Driven ApproachesGiancarlo SangalliUniversita` di Pavia, ItalyIsogeometric method in space and timeSimone ScacchiUniversita` di Milano, ItalyParallel inexact Newton–Krylov and quasi-Newton solvers for cardiac electromechanics and applicationsRaul TemponeKAUSTAdaptive Multilevel Monte Carlo and Quasi-Monte Carlo Algorithms for Random PDEs with Lognormal DiffusivityGabriel WittumKAUSTA fast and precise method to compute highly dynamic particulate flowsStefano ZampiniKAUSTScalable non-linear solvers for finite elements discretizations of the Cai-Hu model Related People Organizers Daniele Boffi Associate Dean for Faculty, Computer, Electrical and Mathematical Sciences and Engineering mixed finite elements fluid dynamics eigenvalue approximation numerical PDEs Finite elements Fabio Credali Postdoctoral Research Fellow, Applied Mathematics and Computational Sciences
