This review article summarizes the development of higher order theories for the dynamic
analysis of piezoelectric plates, and describes their applications, especially for crystal …

In this review paper, we consider some important developments and trends in algorithm
design for the solution of linear systems concentrating on aspects that involve the …

Based on extensive research by Henk van der Vorst, this book presents an overview of a
number of Krylov projection methods for the solution of linear systems of equations. Van der …

The purpose of this book is to unify and document in one place many of the techniques and
much of the current understanding about solving systems of linear equations on vector and …

This paper is concerned with a new approach to preconditioning for large, sparse linear
systems. A procedure for computing an incomplete factorization of the inverse of a …

We present a relational algebra based framework for compiling efficient sparse matrix code
from dense DO-ANY loops and a specification of the representation of the sparse matrix. We …

The efficiency of a parallel implementation of the conjugate gradient method preconditioned
by an incomplete Cholesky factorization can very dramatically depending on the column …

This paper covers the multi-threaded parallel processing of a sparse triangular solver for a
linear system with a sparse coefficient matrix, focusing on its application to a parallel ICCG …

The majority of finite element models in structural engineering are composed of unstructured
meshes. These unstructured meshes are often very large and require significant …

Computational methods based on the use of adaptively constructed nonuniform meshes
reduce the amount of computation and storage necessary to perform many scientific …