In two and three dimension we analyze discontinuous Galerkin methods (DG) for the
acoustic vibration problem. Through all our study we consider an inviscid fluid, leading to a …

In this paper, a theoretical framework with a completely new theory is presented for the
general curlcurl-graddiv second-order elliptic eigenproblem when discretized by the recently …

We analyze the finite element approximation of the spectral problem for the linear elasticity
equation with mixed boundary conditions on a curved non-convex domain. In the framework …

This paper deals with the finite element approximation of the spectral problem for the
Maxwell equation on a curved non-convex Lipschitz polyhedral domain Ω. Convergence …

In a paper by R. Durán, A. Lombardi, and the authors (2007) the finite element method was
applied to a non-homogeneous Neumann problem on a cuspidal domain $\Omega\subset …

This paper deals with a finite element approximation of the vibration modes of fluid–structure
systems coupled on curved interfaces. It is based on a displacement formulation for both the …

The paper is devoted to the eigenvalue problem for a second order strongly elliptic operator.
The problem is considered on curved domains, which require interpolated boundary …

En este trabajo, se presenta una teoría de aproximación espectral para operadores lineales
y acotados en espacios de Hilbert. La teoría es abstracta y fue desarrollada para estudiar …

We analyze the finite element approximation of the vibration modes of a problem with fluid-
structure interaction. We consider the problem of a vessel completely filled by the fluid and …

A Complete Bibliography of Publications in Numerische Mathematik (2000–2009) Page 1 A
Complete Bibliography of Publications in Numerische Mathematik (2000–2009) Nelson HF …