25 citations · 25 across the 2 of their papers we have counts for
3 papers
Dimensional hyperreduction of nonlinear finite element models via empirical cubature with manifold-adaptive weights
Joaquín A. Hernández, S. Ares de Parga, Riccardo Rossi
Nonlinear-manifold reduced-order models for parametrized finite element problems can achieve substantial compression both in the number of generalized (latent) coordinates and, thr…
A subspace-adaptive weights cubature method with application to the local hyperreduction of parameterized finite element models
J. R. Bravo, J. A. Hernández, S. Ares de Parga +1
This paper is concerned with quadrature/cubature rules able to deal with multiple subspaces of functions, in such a way that the integration points are common for all the subspaces…
Hyper-reduction for Petrov-Galerkin reduced order models
S. Ares de Parga, J. R. Bravo, J. A. Hernandez +2
Projection-based Reduced Order Models minimize the discrete residual of a "full order model" (FOM) while constraining the unknowns to a reduced dimension space. For problems with s…