Calculation of transient temperature fields is widely used in engineering application and is
also very crucial. Nevertheless, the existing methods for the prediction of complex transient …

In this paper, we resolve several long-standing issues dealing with optimal pointwise in time
error bounds for proper orthogonal decomposition (POD) reduced order modeling of the …

This paper presents HDGlab, an open source MATLAB implementation of the hybridisable
discontinuous Galerkin (HDG) method. The main goal is to provide a detailed description of …

In this paper, we show how to efficiently achieve thermal cloaking from a computational
standpoint in several virtual scenarios by controlling a distribution of active heat sources. We …

This paper presents a non-intrusive model order reduction (MOR) for the solution of
parameterized electromagnetic scattering problems, which needs to prepare a database …

In our previous work [JR Singler, SIAM J. Numer. Anal., 52 (2014), pp. 852--876], we
considered the proper orthogonal decomposition (POD) of time varying PDE solution data …

In this article, we study an update of the traditional subchannel approximation utilizing local
reduced order bases. Through employing the symmetries and periodicity of a 7‐pin bundle …

This paper presents a simplified weak Galerkin (SWG) method for solving the elastodynamic
problem and its reduced-order model (ROM) using the proper orthogonal decomposition …

This paper introduces the hybrid high-order (HHO) method for solving the nonlinear strongly
damped wave equation. We comprehensively analyze the semi-discrete and fully-discrete …

This paper proposes an efficient and economic framework to generate reduced order
models (ROMs) with Petrov–Galerkin projection based on hybrid snapshot simulation to …