Volume 28 (2007-2008)
Special Volume
Dedicated to Gene Golub on the occasion of his 75th birthday
(See the preface for more details.)
Title page
Full Text (PDF) [6 KB]
Table of contents and abstracts
Page i-vi;
Full Text (PDF) [41 KB]
Page vii;
Full Text (PDF) [275 KB]
Separable least squares, variable projection, and the Gauss-Newton algorithm
Page 1-15;
Abstract and links,
Full Text (PDF) [257 KB]
Decay bounds and O(n) algorithms for approximating functions of sparse matrices
Page 16-39;
Abstract and links,
Full Text (PDF) [1.5 MB]
Convergence theory for inexact inverse iteration applied to the generalised nonsymmetric eigenproblem
Page 40-64;
Abstract and links,
Full Text (PDF) [341 KB]
The structured distance to normality of an irreducible real tridiagonal matrix
Page 65-77;
Abstract and links,
Full Text (PDF) [157 KB]
Minimization of the spectral norm of the SOR operator in a mixed case
Page 78-94;
Abstract and links,
Full Text (PDF) [248 KB]
A refined unsymmetric Lanczos eigensolver for computing accurate eigentriplets of a real unsymmetric matrix
Page 95-113;
Abstract and links,
Full Text (PDF) [2.2 MB]
Derivation of high-order spectral methods for time-dependent PDE using modified moments
Page 114-135;
Abstract and links,
Full Text (PDF) [252 KB]
An application of the finite volume method to the bio-heat-transfer-equation in premature infants
Page 136-148;
Abstract and links,
Full Text (PDF) [3.5 MB]
A weighted-GCV method for Lanczos-hybrid regularization
Page 149-167;
Abstract and links,
Full Text (PDF) [235 KB]
Variable-precision arithmetic considered perilous - a detective story
Page 168-173;
Abstract and links,
Full Text (PDF) [66 KB]
Implementing an interior point method for linear programs on a CPU-GPU system
Page 174-189;
Abstract and links,
Full Text (PDF) [711 KB]
Quantum dynamical entropy and an algorithm by Gene Golub
Page 190-205;
Abstract and links,
Full Text (PDF) [717 KB]
A generalization of the steepest descent method for matrix functions
Page 206-222;
Abstract and links,
Full Text (PDF) [670 KB]