PDF William H. Press Æ Æ Numerical Recipes in C The Art of Scientific Computing

The product of a unique collaboration among four leading scientists in academic research and industry Numerical Recipes is a comprehensive text and reference work on scientific computing Thoroughly self contained it proceeds from mathematical and theoretical considerations to actual practical computer routines This new version incorporates completely new C versions of the than 300 Numerical Recipes Second Edition routines widely recognized as the most accessible and practical basis for scientific computing in addition to including the full mathematical and explanatory contents of Numerical Recipes in C Key Features Includes linear algebra interpolation special functions random numbers nonlinear sets of equations optimization eigensystems Fourier methods and wavelets statistical tests ODEs and PDEs integral equations and inverse theory A wealth of tricks and tips for scientific computing in C The routines in ANSIISO C source code can be used with almost any existing C vectormatrix class library according to user preference Includes a simple class library for stand alone use Other new Numerical Recipes products for your library Numerical Recipes Example Book C Numerical Recipes Code CDROM with Windows DOS or Macintosh Single Screen License v210 including C Second Edition Numerical Recipes Code CDROM with LINUX or UNIX Single Screen License v210 including C Second Edition Numerical Recipes Code CDROM with Windows DOS or Macintosh Single Screen License


10 thoughts on “Numerical Recipes in C The Art of Scientific Computing

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    here is a story about this book when i had bought that book i had thought i will read through it understand the different algorithms and become great at computational physics none of these happened and i was convinced that this book was not really going to serve me any good purpose really until today and now i think i understand how and when to use that booktoday we came up with the function that suited our needs which was logx for x1 and exp x for x1 and it turned out to bewait for it let me take a deep breathmodified bessel function of the second kind of order 0holy christand i had to code it into my monte carlo so the first thing that i did was searched on the internet for libraries but half way through looking at the google results I once thought of looking at this book sure enough there was chapter on special functions and sure enough there was a function to generate the function to generate the function which used modified bessel of the first kind and there was a function for that as well so i copied both of them and the thing worked pretty smoothlyso this is the way you use this bookgreat