In this survey paper, we describe how strands of work that are important in two different
fields, matrix theory and complex function theory, have come together in some work on fast …

The Handbook of Linear Algebra provides comprehensive coverage of linear algebra
concepts, applications, and computational software packages in an easy-to-use handbook …

In this expository paper, we survey some of the latest developments in using preconditioned
conjugate gradient methods for solving Toeplitz systems. One of the main results is that the …

Disorder and long-range interactions are two of the key components that make material
failure an interesting playfield for the application of statistical mechanics. The cornerstone in …

In this book, we introduce current developments and applications in using iterative methods
for solving Toeplitz systems. Toeplitz systems arise in a variety of applications in …

Page 1 NUMERICAL MATHEMATICS AND SCIENTIFIC COMPUTATION Iterative Methods
for Toeplitz Systems MICHAEL K. NG OXFORD SCIENCE PUBLICATIONS Page 2 Page 3 …

A unifying approach is proposed to studying the distributions of eigenvalues and singular
values of Toeplitz matrices associated with a Fourier series, and multilevel Toeplitz matrices …

The design of fast and numerically reliable algorithms for large-scale matrix problems with
structure has become an increasingly important activity, especially in recent years, driven by …

The preconditioned conjugate gradient method is employed to solve Toeplitz systems T nx=
b where the generating functions of the n-by-n Toeplitz matrices Tn are continuous …

In recent papers, numerous authors studied the solutions of symmetric positive definite
Toeplitz systems Tx=b by the conjugate gradient method for different families of circulant …