R. Burden, and J. Faires. The Prindle, Weber and Schmidt Series in Mathematics PWS-Kent Publishing Company, Boston, Fourth edition, (1989)
Abstract
An introductory text on the theory of numerical
analysis. Topics include: solutions of equations in one
variable; interpolations and polynomial approximation;
numerical differentiation and integration; initial value
problems for ordinary differential equations; direct methods
for solving linear systems; iterative techniques in matrix
algebra; approximation theory; approximating eigenvalues;
numerical solutions of non-linear systems of equations;
boundary-value problems for ordinary differential equations
and numerical solutions to partial differential equations. A
bibliography and answers to selected problems are also
included.
%0 Book
%1 rburden81:numerical
%A Burden, Richard L.
%A Faires, J. Douglas
%B The Prindle, Weber and Schmidt Series in Mathematics
%C Boston
%D 1989
%I PWS-Kent Publishing Company
%K ODEs algebra analysis computation integral mathematics matrix method numerical
%T Numerical Analysis
%X An introductory text on the theory of numerical
analysis. Topics include: solutions of equations in one
variable; interpolations and polynomial approximation;
numerical differentiation and integration; initial value
problems for ordinary differential equations; direct methods
for solving linear systems; iterative techniques in matrix
algebra; approximation theory; approximating eigenvalues;
numerical solutions of non-linear systems of equations;
boundary-value problems for ordinary differential equations
and numerical solutions to partial differential equations. A
bibliography and answers to selected problems are also
included.
%Z First edition published 1981.
%7 Fourth
@book{rburden81:numerical,
abstract = {An introductory text on the theory of numerical
analysis. Topics include: solutions of equations in one
variable; interpolations and polynomial approximation;
numerical differentiation and integration; initial value
problems for ordinary differential equations; direct methods
for solving linear systems; iterative techniques in matrix
algebra; approximation theory; approximating eigenvalues;
numerical solutions of non-linear systems of equations;
boundary-value problems for ordinary differential equations
and numerical solutions to partial differential equations. A
bibliography and answers to selected problems are also
included.},
added-at = {2013-03-23T15:39:57.000+0100},
address = {Boston},
annote = {First edition published 1981.},
author = {Burden, Richard L. and Faires, J. Douglas},
biburl = {https://www.bibsonomy.org/bibtex/2ec113bf688ad26d9712fce561c087db1/drmatusek},
edition = {Fourth},
interhash = {7c8074a79da4ad3f3f03abcd3653afe9},
intrahash = {ec113bf688ad26d9712fce561c087db1},
keywords = {ODEs algebra analysis computation integral mathematics matrix method numerical},
publisher = {{PWS-Kent} Publishing Company},
series = {The Prindle, Weber and Schmidt Series in Mathematics},
timestamp = {2013-08-27T05:26:48.000+0200},
title = {Numerical Analysis},
year = 1989
}