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Gianluigi Rozza

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Gianluigi Rozza

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Certified Reduced Basis Approximation for Parametrized Partial Differential Equations and Applications

Reduced basis approximation and error bounds for potential flows in parametrized geometries

Model reduction of semiaffinely parameterized partial differential equations by two-level affine approximation

Model Order Reduction by geometrical parametrization for shape optimization in computational fluid dynamics

Reduced basis approximation and a posteriori error estimation for parametrized parabolic PDEs; Application to real-time Bayesian parameter estimation

Computing upper and lower bounds for linear outputs of elasticity by the smoothed finite element method

Parametric free-form shape design with PDE models and reduced basis method

Reduced basis approximation for shape optimization in thermal flows with a parametrized polynomial geometric map

Reduced formulation of a steady fluid-structure interaction problem with parametric coupling

Reduced basis method for multi-parameter dependent steady Navier-Stokes equations: applications to natural convection in a cavity