Numerical Recipes in FORTRAN: The Art of Scientific Computing, Volumes 1-2A complete text and reference book on scientific computing. It proceeds from mathematical and theoretical considerations to actual practical computer routines. |
Contents
Preliminaries | 1 |
Linear Algebraic Equations | 5 |
Interpolation and Extrapolation | 31 |
Integration of Functions | 42 |
Evaluation of Functions | 56 |
Special Functions | 67 |
Random Numbers | 98 |
Sorting | 112 |
Fast Fourier Transform | 156 |
Fourier and Spectral Applications | 167 |
Statistical Description of Data | 177 |
Modeling of Data | 197 |
Ordinary Differential Equations | 210 |
Integral Equations and Inverse Theory | 224 |
Partial Differential Equations | 228 |
LessNumerical Algorithms | 233 |
Root Finding and Sets of Equations | 122 |
Minimization and Maximization of Functions | 133 |
Eigensystems | 147 |
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Common terms and phrases
11 PROGRAM Actual alpha calculates Chapter Chebyshev chisq coefficients compared computed continue close(7 continue continue write continue do 12 continue END continue goto covar data sets data1 data2 decomposition demonstration program derivs deviation distribution DOUBLE PRECISION driver for routine dydx eigenvalues eigenvectors Elliptic Integral END REAL FUNCTION equations error evaluation EXTERNAL func FORTRAN function values gasdev Gaussian goto 10 read grid hexout i=1,nval read idum Incomplete Gamma Function input INTEGER i,j REAL INTEGER i,nval REAL interpolation interval iterations JMAX Julian day k=1,n write linear method mglin NBINS NDAT NDIM NP REAL NPTS Numerical Recipes nval write NVAR open 7,file='FNCVAL original matrix output polynomial Press RETURN prob problem QR decomposition random number REAL EPS REAL FUNCTION func(x result return END Right-hand side vector roots Sample program sigb Solution vector sorted array sparse matrix status='OLD STOP END subroutine text if text.ne text write value write value,x CHARACTER zero