You are hereHome Model Reduction Using Sparse Polynomial Interpolation for the Incompressible Navier-Stokes Equations TitleModel Reduction Using Sparse Polynomial Interpolation for the Incompressible Navier-Stokes Equations Publication TypeUnpublished Year of Publication2022 AuthorsHess, MW, Rozza, G Research Group: Mathematical Analysis, Modelling, and ApplicationsmathLab Google Scholar BibTeX RTF Tagged MARC EndNote XML RIS Search form Search Openings Public Calls for Professors Temporary Professors/Researchers/Visiting Professors SISSA Mathematical Fellowships Post-Lauream Fellowships Research Training Fellowships Marie Sklodowska-Curie Grants Open positions in MathLab Post Doctoral Fellowships PhD Scolarships SIS Fellowships Undergraduate Fellowships Postgraduate Fellowships MSc in Mathematics MSc in Data Science and Scientific Computing (DSSC) Professional Master Courses SISSA Mathematics Medals Recent publications M. Girfoglio; A. Quaini; G. Rozza, A POD-Galerkin reduced order m... D. Papapicco; N. Demo; M. Girfoglio; G. Stabile; G. Rozza, The Neural Network shifted-pro... M.W. Hess; A. Quaini; G. Rozza, Data-Driven Enhanced Model Red... D. Papapicco; N. Demo; M. Girfoglio; G. Stabile; G. Rozza, The Neural Network shifted-pro...
