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Press W.H., Teukolsky S.A., Vetterling W.T. — Numerical recipes in FORTRAN77
Press W.H., Teukolsky S.A., Vetterling W.T. — Numerical recipes in FORTRAN77



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Название: Numerical recipes in FORTRAN77

Авторы: Press W.H., Teukolsky S.A., Vetterling W.T.

Язык: en

Рубрика: Математика/Численные методы/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: Second Edition

Год издания: 1992

Количество страниц: 973

Добавлена в каталог: 01.03.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Cumulant, of a polynomial      977 999 1071f. 1192
Cumulative binomial distribution      222f.
Cumulative Poisson function      214
Cumulative Poisson function related to incomplete gamma function      214
Curvature matrix      see “Hessian matrix”
cycle statement      959 1219
Cycle, in multigrid method      865
Cyclic Jacobi method      459 1225
Cyclic reduction (CR)      848f. 852ff.
Cyclic reduction (CR)linear recurrences      974
Cyclic reduction (CR)tridiagonal systems      976 1018
Cyclic redundancy check (CRC)      888ff. 1344f.
Cyclic tridiagonal systems      67 1030
D.C. (direct current)      492
Danielson — Lanczos lemma      498f. 525 1235ff.
DAP Fortran      2/xi
Data assigning keys to      889
Data compression      596f. 881
Data compression arithmetic coding      902ff. 1349ff.
Data compression cosine transform      513
Data compression Huffman coding      896f. 902 1346ff.
Data compression linear predictive coding (LPC)      563ff.
Data compression lossless      896
Data continuous vs. binned      614
Data Encryption Standard (DES)      290ff. 1144 1147f. 1156ff.
Data entropy      626ff. 896 1275
Data essay on      603
Data fitting      650ff. 1285ff.
Data fraudulent      655
Data glitches in      653
Data hiding      956ff. 1209 1293 1296
Data iid (independent and identically distributed)      686
Data modeling      650ff. 1285ff.
Data parallelism      941 964ff. 985
Data serial port      892
Data smoothing      604 644ff. 1283f.
DATA statement      959
DATA statement for binary, octal, hexadecimal constants      959
DATA statement repeat count feature      959
DATA statement superseded by initialization expression      943 959 1127
Data statistical tests      603ff. 1269ff.
Data type      18 936
Data type accuracy parameters      1362f.
Data type character      1183
Data type derived      2/xiii 937 1030 1336 1346
Data type derived, for array of arrays      956 1336
Data type derived, for Numerical Recipes      1361
Data type derived, initialization      2/xv
Data type derived, storage allocation      955
Data type DP (double precision)      1361f.
Data type DPC (double precision complex)      1361
Data type I1B (1 byte integer)      1361
Data type I2B (2 byte integer)      1361
Data type I4B (4 byte integer)      1361
Data type intrinsic      937
Data type LGT (default logical type)      1361
Data type nrtype.      f90 1361f.
Data type passing complex as real      1140
Data type SP (single precision)      1361f.
Data type SPC (single precision complex)      1361
Data type user-defined      1346
Data unevenly or irregularly sampled      569 574 648f. 1258ff.
Data use of CRCs in manipulating      889
Data windowing      545ff. 1254
DAUB12      598
DAUB20      590f. 1265
DAUB4      584ff. 588 590f. 594 1264f.
DAUB6      586
Daubechies wavelet coefficients      584ff. 588 590f. 594 598 1264ff.
Davidon — Fletcher — Powell algorithm      390 418ff. 1215
Dawson’s integral      252ff. 600 1127f.
Dawson’s integral approximation for      252f.
Dawson’s integral routine for      253f. 1127
dble() intrinsic function (deprecated)      947
deallocate statement      938f. 953f. 1197 1266 1293
Deallocation, of allocatable array      938 953f. 1197 1266 1293
Debugging      8
DEC (Digital Equipment Corp.)      1/xxiii 2/xix 886
DEC Alpha AXP      2/viii
DEC Fortran 90 compiler      2/viii
DEC quadruple precision option      1362
DEC VAX      4
Decomposition      see “Cholesky decomposition”; “LU decomposition”; “QR decomposition”; “Singular value decomposition (SVD)”
Deconvolution      535 540 1253
Defect, in multigrid method      863
Deferred approach to the limit      see “Richardson’s deferred approach to the limit”
Deflation of matrix      471
Deflation of polynomials      362ff. 370f. 977
Degeneracy of linear algebraic equations      22 53 57 670
Degenerate kernel      785
Degenerate minimization principle      795
Degrees of freedom      615f. 654 691
Dekker, T.J.      353
Demonstration programs      3 936
Deprecated features common block      2/xif. 940 953 957 1067 1298 1320 1322 1324 1330
Deprecated features dble() intrinsic function      947
Deprecated features EQUIVALENCE statement      2/xif. 1161 1286
Deprecated features statement function      1057 1256
Derivatives computation via Chebyshev approximation      183 189 1077f.
Derivatives computation via Savitzky — Golay filters      183 645
Derivatives matrix of first partial      see “Jacobian determinant”
Derivatives matrix of second partial      see “Hessian matrix”
Derivatives numerical computation      180ff. 379 645 732 750 771 1075 1197 1309
Derivatives of polynomial      167 978 1071f.
Derivatives use in optimization      388f. 399 1205ff.
Derived data type      see “Data type derived”
DES      see “Data Encryption Standard”
Descending transformation, elliptic integrals      256
Descent direction      376 382 419
Descriptive statistics      603ff. 1269ff.(see
Design matrix      645 665 795 801 1082
Determinant      25 41
Deviates, random      see “Random deviates”
DFP algorithm      see “Davidon — Fletcher — Powell algorithm”
diagadd() utility function      985 989 1004
diagmult() utility function      985 989 1004 1294
Diagonal dominance      43 679 780 856
Difference equations, finite      see “Finite difference equations (FDEs)”
Difference operator      161
Differential equations      701ff. 1297ff.
Differential equations accuracy vs. stability      704 729
Differential equations Adams — Bashforth — Moulton schemes      741
Differential equations adaptive stepsize control      703 708ff. 719 726 731 737 742f. 1298ff. 1303ff. 1308f. 1311ff.
Differential equations algebraically difficult sets      763
Differential equations backward Euler’s method      729
Differential equations Bader — Deuflhard method for stiff      730 735 1310f.
Differential equations boundary conditions      701f. 745ff. 749 751f. 771 1314ff.
Differential equations Bulirsch — Stoer method      202 263 702 706 716 718ff. 740 1138 1303
Differential equations Bulirsch — Stoer method for conservative equations      726 1307
Differential equations comparison of methods      702f. 739f. 743
Differential equations conservative      726 1307
Differential equations danger of too small stepsize      714
Differential equations eigenvalue problem      748 764ff. 770ff. 1319ff.
Differential equations embedded Runge — Kutta method      709f. 731 1298 1308
Differential equations equivalence of multistep and multivalue methods      743
Differential equations Euler’s method      702 704 728f.
Differential equations forward Euler’s method      728
Differential equations free boundary problem      748 776
Differential equations high-order implicit methods      730ff. 1308ff.
Differential equations implicit differencing      729 740 1308
Differential equations initial value problems      702
Differential equations internal boundary conditions      775ff.
Differential equations internal singular points      775ff.
Differential equations interpolation on right-hand sides      111
Differential equations Kaps — Rentrop method for stiff      730 1308
Differential equations local extrapolation      709
Differential equations modified midpoint method      716f. 719 1302f.
Differential equations multistep methods      740ff.
Differential equations multivalue methods      740
Differential equations order of method      704f. 719
Differential equations path integration for function evaluation      201ff. 263 1138
Differential equations predictor-corrector methods      702 730 740ff.
Differential equations r.h.s. independent of x      729f.
Differential equations reduction to first-order sets      701 745
Differential equations relaxation method      746f. 753ff. 1316ff.
Differential equations relaxation method, example of      764ff. 1319ff.
Differential equations Rosenbrock methods for stiff      730 1308f.
Differential equations Runge — Kutta method      702 704ff. 708ff. 731 740 1297f. 1308
Differential equations Runge — Kutta method, high-order      705 1297
Differential equations Runge — Kutta — Fehlberg method      709ff. 1298
Differential equations scaling stepsize to required accuracy      709
Differential equations second order      726 1307
Differential equations semi-implicit differencing      730
Differential equations semi-implicit Euler method      730 735f.
Differential equations semi-implicit extrapolation method      730 735f. 1311ff.
Differential equations semi-implicit midpoint rule      735f. 1310f.
Differential equations shooting method      746 749ff. 1314ff.
Differential equations shooting method, example      770ff. 1321ff.
Differential equations similarity to Volterra integral equations      786
Differential equations singular points      718f. 751 775ff. 1315f. 1323ff.
Differential equations step doubling      708f.
Differential equations stepsize control      703 708ff. 719 726 731 737 742f. 1298 1303ff. 1308f.
Differential equations stiff      703 727ff. 1308ff.
Differential equations stiff methods compared      739
Differential equations Stoermer’s rule      726 1307
Diffusion equation      818 838ff. 855
Diffusion equation Crank — Nicholson method      840 844 846
Diffusion equation Forward Time Centered Space (FTCS)      839ff. 855
Diffusion equation implicit differencing      840
Diffusion equation multidimensional      846
Digamma function      216
Digital filtering      see “Filter”
Dihedral group $D_5$      894
dim optional argument      948
Dimensional expansion      965ff.
Dimensions (units)      678
Diminishing increment sort      322 1168
Dirac delta function      284 780
Direct method      see “Periodogram”
Direct methods for linear algebraic equations      26 1014
Direct product      see “Outer product of matrices”
Direction numbers, Sobol’s sequence      300
Direction of largest decrease      410f.
Direction-set methods for minimization      389 406f. 1210ff.
Dirichlet boundary conditions      820 840 850 856 858
Disclaimer of warranty      1/xx 2/xvii
Discordant pair for Kendall’s tau      637 1281
Discrete convolution theorem      531ff.
Discrete Fourier transform (DFT)      495ff. 1235ff.
Discrete Fourier transform (DFT) as approximate continuous transform      497 (see also “Fast Fourier transform (FFT)”)
Discrete optimization      436ff. 1219ff.
discrete wavelet transform (DWT)      586f. 1264
Discriminant      178 457
Diskettes are ANSI standard      3
Diskettes how to order      1/xxi 2/xvii
dispersion      831
DISPO      see “Savitzky — Golay filters”
Dissipation, numerical      830
Divergent series      161
Divide and conquer algorithm      1226 1229
Division complex      171
Division multiple precision      910f. 1356
Division of polynomials      169 362 370 1072
dn function      261 1137f.
Do-list, implied      968 971 1127
Do-loop      2/xiv
Do-until iteration      14
Do-while iteration      13
Dogleg step methods      386
Domain of integration      155f.
Dominant solution of recurrence relation      174
Dot (denotes matrix multiplication)      23
dot_product() intrinsic function      945 949 969 1216
Double exponential error distribution      696
Double precision as refuge of scoundrels      882
Double precision converting to      1362
Double precision use in iterative improvement      47 1022
Double root      341
Downhill simplex method      see “Simplex method
DP, defined      937
Driver programs      3
Dual viewpoint, in multigrid method      875
Duplication theorem, elliptic integrals      256
DWT (discrete wavelet transform)      see “Wavelet transform”
Dynamical allocation of storage      2/xiii 869 938 941f. 953ff. 1327 1336
Dynamical allocation of storage garbage collection      956
Dynamical allocation of storage increasing      955 1070 1302
Eardley, D.M.      338
EBCDIC      890
Economization of power series      192f. 195 1080
Eigensystems      449ff. 1225ff.
Eigensystems and integral equations      779 785
Eigensystems balancing matrix      476f. 1230f.
Eigensystems bounds on eigenvalues      50
Eigensystems calculation of few eigenvalues      454 488
Eigensystems canned routines      454f.
Eigensystems characteristic polynomial      449 469
Eigensystems completeness      450
Eigensystems defective      450 476 489
Eigensystems deflation      471
Eigensystems degenerate eigenvalues      449ff.
Eigensystems elimination method      453 478 1231
Eigensystems factorization method      453
Eigensystems fast Givens reduction      463
Eigensystems generalized eigenproblem      455
Eigensystems Givens reduction      462f.
Eigensystems Hermitian matrix      475
Eigensystems Hessenberg matrix      453 470 476ff. 488 1232
Eigensystems Householder transformation      453 462ff. 469 473 475 478 1227f. 1231
Eigensystems ill-conditioned eigenvalues      477
Eigensystems implicit shifts      472ff. 1228f.
Eigensystems invariance under similarity transform      452
Eigensystems inverse iteration      455 469 476 487ff. 1230
Eigensystems Jacobi transformation      453 456ff. 462 475 489 1225f.
Eigensystems left eigenvalues      451
Eigensystems list of tasks      454f.
Eigensystems multiple eigenvalues      489
Eigensystems nonlinear      455
Eigensystems nonsymmetric matrix      476ff. 1230ff.
Eigensystems operation count of balancing      476
Eigensystems operation count of Givens reduction      463
Eigensystems operation count of Householder reduction      467
Eigensystems operation count of inverse iteration      488
Eigensystems operation count of Jacobi method      460
Eigensystems operation count of QL method      470 473
Eigensystems operation count of QR method for Hessen — Hessenberg matrices      484
Eigensystems operation count of reduction to Hessenberg form      479
Eigensystems orthogonality      450
Eigensystems parallel algorithms      1226 1229
Eigensystems polynomial roots and      368 1193
Eigensystems QL method      469ff. 475 488f.
Eigensystems QL method with implicit shifts      472ff. 1228f.
Eigensystems QR method      52 453 456 469ff. 1228
Eigensystems QR method for Hessenberg matrices      480ff. 1232ff.
Eigensystems real, symmetric matrix      150 467 785 1225 1228
Eigensystems reduction to Hessenberg form      478f. 1231
Eigensystems right eigenvalues      451
Eigensystems shifting eigenvalues      449 470f. 480
Eigensystems special matrices      454
Eigensystems termination criterion      484 488
Eigensystems tridiagonal matrix      453 469ff. 488 1228
Eigenvalue and eigenvector, defined      449
Eigenvalue problem for differential equations      748 764ff. 770ff. 1319ff.
Eigenvalues and polynomial root finding      368 1193
EISPACK      454 475
Electromagnetic potential      519
ELEMENTAL attribute (Fortran 95)      961 1084
Elemental functions      2/xiii 2/xv 940 942 946f. 961 986 1015 1083 1097f.
Elimination      see “Gaussian elimination”
Ellipse in confidence limit estimation      688
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