
Numerical Methods in Scientific Computing
Author:
Germund Dahlquist and Åke Björck
Language:
Contents: Principles of Numerical Calculations; How to Obtain and Estimate Accuracy; Series, Operators and Continued Fractions; Interpolation and Related Subjects; Numerical integration; Scalar Nonlin . . . . . 
Numerical Analysis  Theory and Application
Author:
Edited by: Jan Awrejcewicz
Language:
 Numerical Analysis â€“ Theory and Application is an edited book divided into two parts: Part I devoted to Theory, and Part II dealing with Application. The presented book is focused on introducing the . . . . . 

Numerical Methods for Scientific Computing
Author:
J.H. Heinbockel
Language:
 Topics: Root Finding ,Orthogonal functions,
Finite Differences,
Divided Differences,
Interpolation,
Curve Fitting,
ZTransforms,
Summation Formula,
Quadrature Formula,
Ordinary Differential E . . . . . 

Iterative methods for sparse linear systems
Author:
Yousef Saad
Language:
 Easier to implement on parallel computers and more convenient than direct solvers for threedimensional models, iterative methods are being increasingly applied in scientific and engineering disciplin . . . . . 

Fundamental Numerical Methods and Data Analysis
Author:
George W. Collins, II
Language:
Contents: Introduction and Fundamental Concepts; The Numerical Methods for Linear Equations and Matrices; Polynomial Approximation, Interpolation, and Orthogonal Polynomials; Numerical Evaluation of D . . . . . 
Numerical Analysis I
Author:
Mark Embree
Language:
We model our world with continuous mathematics. Whether our interest is natural science, engineering,
even finance and economics, the models we most often employ are functions of real
variables. The . . . . . 
Lectures on Matrix Computations
Author:
Gene H. Golub
Language:
Topics: Introduction and Preliminaries; More Decompositions; More on the SVD
Generation of Eigenvalue Problems; Methods For Computing the Largest Eigenvalue in Modulus; Finding Other Eigenvalues; P . . . . . 
Numerical Methods Course Notes
Author:
Steven E. Pav
Language:
What started as daily course notes in a numerical methods course blossomed into a manuscript now standing in for the course textbook. only the classical topics are covered. last updated oct 13, 2005. 
Basic Computational Numerical Analysis
Author:
J. M. McDonough
Language:
 Contents: Numerical Linear Algebra; Solution of nonlinear equations; approximation theory; numerical solution of ODEs; Numerical solution of PDEs. 

Analyse Numérique
Author:
Salem MATHLOUTHI
Language:
Table des matières: Introduction; Methodes iteratives pour la solution d’un systeme linaire; Methodes iteatives pour le calcul des valeurs propres et des vecteurs propres; Methodes d’interpolation et . . . . . 
Méthodes d\'analyse numérique
Author:
Pascal Viot
Language:
Contenu: Intégration et sommes discrètes; Fonctions spéciales et Evaluation de fonctions; Interpolation de fonctions; Racines d\'équations; Equations différentielles; Transformée de Fourier rapide et . . . . . 
Computational Numerical Analysis of Partial Differential Equatio
Author:
J. M. McDonough
Language:
Contents: 1 Numerical Solution of Elliptic Equations; 2 TimeSplitting Methods for Evolution Equations; 3 Various Miscellaneous Topics. 
NumericalMethods for Large Eigenvalue Problems
Author:
Yousef Saad
Language:
This book was originally published by Manchester University Press (Oxford rd, Manchester, UK) in 1992  (ISBN 0 7190 3386 1) and in the US under Halstead Press (John Wiley, ISBN 0 470 21820 7). It i . . . . . 
Numerical Stability
Author:
M.N. Spijker
Language:
Contents: Partial dierential equations and numerical methods; Analysis; Linear algebra; The problem of stability in the numerical solution of dierential equations; Stability estimates under resolven . . . . . 
An Introduction to Total Least Squares
Author:
P. P. N. de Groen
Language:
The method of ``Total Least Squares' is proposed as a more natural way (than ordinary least squares) to approximate the data if both the matrix and and the righthand side are contaminated by ``errors . . . . . 
Templates for the Solution of Algebraic Eigenvalue Problems.
Author:
Language:
 Contents: A Brief Tour of Eigenproblems; An Introduction to Iterative Projection Methods; Hermitian Eigenvalue Problems; Generalized Hermitian Eigenvalue Problems; Singular Value Decomposition; NonHe . . . . . 

Numerical Analysis for Engineering
Author:
Douglas Wilhelm Harder, M.Math., Richard Khoury, Ph.D.
Language:
 This represents many years of work on preparing a free online text book for numerical analysis specifically targeting electrical and computer engineering. The first author first began working on this . . . . . 
