The homogenization-based streamline stiffener path optimization (SSPO) method was
previously proposed by the authors for stiffener layout design of non-uniform curved grid …

In this paper, a highly performing model order reduction technique called Proper
Generalized Decomposition (PGD) is applied to the numerical modeling of highly transient …

This paper presents a reduced multiscale model for macroscopic structural design
considering microscopic material nonlinear microstructures. This work introduces Reduced …

A reduced-order model algorithm, called ALP, is proposed to solve nonlinear evolution
partial differential equations. It is based on approximations of generalized Lax pairs …

In this paper we present a Variational Multi-Scale stabilized formulation for a general
projection-based Reduced Order Model. In the stabilized formulation we address techniques …

The LATIN method has been developed and successfully applied to a variety of
deterministic problems, but few work has been developed for nonlinear stochastic problems …

Over the last few decades, Reduced Order Modeling (ROM) has slowly but surely inched
towards widespread acceptance in computational mechanics, as well as other simulation …

A novel algorithmic discussion of the methodological and numerical differences of
competing parametric model reduction techniques for nonlinear problems is presented. First …

In this paper, a mean field homogenization (MFH) method is compared to the hyper-
reduction (HR) method. The homogenization of concern aims to forecast the mechanical …

A model order reduction approach combining reduced basis (RB) projection and sub-
structuring by domain decomposition is developed to tackle nonlinear elasto-plasticity in …