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

In this paper, fast numerical methods for solving space-fractional diffusion equations are
studied in two stages. Firstly, a fast direct solver for an implicit finite difference scheme …

This book describes, in a basic way, the most useful and effective iterative solvers and
appropriate preconditioning techniques for some of the most important classes of large and …

In this article, r-min and r-max matrices are defined. These matrices are the general form of
the min and max matrices, and in the case of r= 1, min and max matrices are obtained. The …

Matrix theory is of great importance for the solution of some real-world problems and
computational processes. Especially, some special type matrices and the linear algebraic …

BILJANA RADICIC Abstract. Let k be a nonzero complex number. We consider a k-circulant
matrix whose first row is (J1, J2,..., Jn), where Jn is the nth Jacobsthal number, and obtain …

The numerical solution of large and sparse nonsymmetric linear systems of algebraic
equations is usually the most time consuming part of time-step integrators for differential …

The determinants and inverses of Tribonacci skew circulant type matrices are discussed in
the paper. Firstly, Tribonacci skew circulant type matrices are defined. In addition, we show …

An innovative block structured with sparse blocks multi iterative preconditioner for linear
multistep formulas used in boundary value form is proposed here to accelerate GMRES …

Skew circulant and circulant matrices have important applications in various disciplines
including image processing, communications, signal processing, encoding, solving Toeplitz …