A comprehensive overview of numerical methods for scientific
problems with programs included. Topics include: solution of
linear algebraic equations; interpolation and extrapolation;
integration of functions; evaluation of functions; special
functions; random numbers; sorting; root finding and
non-linear sets of equations; minimisation or maximisation of
functions; eigensystems; fast Fourier transform; Fourier and
spectral applications; statistical description of data;
modelling of data; integration of ordinary differential
equations; two point boundary-value problems; integral
equations and inverse theory; partial differential equations,
and less-numerical algorithms. References are included.
%0 Book
%1 wpress86:numerical
%A Press, William H.
%A Teukolsky, Saul A.
%A Vetterling, William T.
%A Flannery, Brian P.
%C New York
%D 1992
%I Cambridge University Press
%K ODEs algebra analysis computation integral mathematics matrix method numerical optimisation statistical transform
%T Numerical Recipes in FORTRAN: The Art of Scientific
Computing
%X A comprehensive overview of numerical methods for scientific
problems with programs included. Topics include: solution of
linear algebraic equations; interpolation and extrapolation;
integration of functions; evaluation of functions; special
functions; random numbers; sorting; root finding and
non-linear sets of equations; minimisation or maximisation of
functions; eigensystems; fast Fourier transform; Fourier and
spectral applications; statistical description of data;
modelling of data; integration of ordinary differential
equations; two point boundary-value problems; integral
equations and inverse theory; partial differential equations,
and less-numerical algorithms. References are included.
%Z Third printing, 1994. First edition published in 1986. Consistent with software version 2.04.
%7 Second
%@ 052143064X
@book{wpress86:numerical,
abstract = {A comprehensive overview of numerical methods for scientific
problems with programs included. Topics include: solution of
linear algebraic equations; interpolation and extrapolation;
integration of functions; evaluation of functions; special
functions; random numbers; sorting; root finding and
non-linear sets of equations; minimisation or maximisation of
functions; eigensystems; fast Fourier transform; Fourier and
spectral applications; statistical description of data;
modelling of data; integration of ordinary differential
equations; two point boundary-value problems; integral
equations and inverse theory; partial differential equations,
and less-numerical algorithms. References are included.},
added-at = {2013-03-23T16:12:38.000+0100},
address = {New York},
annote = {Third printing, 1994. First edition published in 1986. Consistent with software version 2.04.},
author = {Press, William H. and Teukolsky, Saul A. and Vetterling, William T. and Flannery, Brian P.},
biburl = {https://www.bibsonomy.org/bibtex/2f043f9bbb520ed63e0fcdb0f742090a3/drmatusek},
edition = {Second},
interhash = {cb5f311b6afe342ee2b36b8832ec26ac},
intrahash = {f043f9bbb520ed63e0fcdb0f742090a3},
isbn = {052143064X},
keywords = {ODEs algebra analysis computation integral mathematics matrix method numerical optimisation statistical transform},
publisher = {Cambridge University Press},
timestamp = {2013-03-23T16:12:38.000+0100},
title = {Numerical Recipes in FORTRAN: The Art of Scientific
Computing},
year = 1992
}