Главная    Ex Libris    Книги    Журналы    Статьи    Серии    Каталог    Wanted    Загрузка    ХудЛит    Справка    Поиск по индексам    Поиск    Форум   
blank
Авторизация

       
blank
Поиск по указателям

blank
blank
blank
Красота
blank
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

Читать книгу
бесплатно

Скачать книгу с нашего сайта нельзя

Обсудите книгу на научном форуме



Нашли опечатку?
Выделите ее мышкой и нажмите Ctrl+Enter


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
blank
Предметный указатель
Abstract data types      2/xiii 1030
Accelerated convergence of series      160ff. 1070
Accuracy      19f.
Accuracy achievable in minimization      392 397 404
Accuracy achievable in root finding      346f.
Accuracy contrasted with fidelity      832 840
Accuracy CPU different from memory      181
Accuracy parameters      1362f.
Accuracy vs. stability      704 729 830 844
Acknowledgments      1/xvi 2/ix
Ada      2/x
Adams — Bashford — Moulton method      741
Adams’ stopping criterion      366
Adaptive integration      123 135 703 708ff. 720 726 731f. 737 742ff. 788 1298ff. 1303 1308f.
Adaptive integration Monte Carlo      306ff. 1161ff.
Addition theorem, elliptic integrals      255
Addition, multiple precision      907 1353
ADI (alternating direction implicit) method      847 861f. 906
Adjoint operator      867
Adobe Illustrator      1/xvi 2/xx
Advective equation      826
AGM (arithmetic geometric mean)      906
Airy function      204 234 243f.
Airy function routine for      244f. 1121
Aitken’s delta squared process      160
Aitken’s interpolation algorithm      102
Algol      2/x 2/xiv
Algorithms, non — numerical      881ff. 1343ff.
Aliasing      495 569
All — poles model      566 (see also “Maximum entropy method (MEM)”)
All — zeros model      566 (see also “Periodogram”)
all() intrinsic function      945 948
Allocatable array      938 941 952ff. 1197 1212 1266 1293 1306 1336
allocate statement      938f. 941 953f. 1197 1266 1293 1306 1336
allocated() intrinsic function      938 952ff. 1197 1266 1293
Allocation status      938 952ff. 961 1197 1266 1293
Alpha AXP      2/xix
Alternating series      160f. 1070
Alternating — direction implicit method (ADI)      847 861f. 906
Alternative extended Simpson’s rule      128
American National Standards Institute (ANSI)      2/x 2/xiii
Amoeba      403 (see also “Simplex method
Amplification factor      828 830 832 840 845f.
Amplitude error      831
Analog — to — digital converter      812 886
Analyticity      195
Analyze/factorize/operate package      64 824
Anderson — Darling statistic      621
Andrew’s sine      697
Annealing, method of simulated      387f. 436ff. 1219ff.
Annealing, method of simulated assessment      447
Annealing, method of simulated for continuous variables      437 443ff. 1222
Annealing, method of simulated schedule      438
Annealing, method of simulated thermodynamic analogy      437
Annealing, method of simulated traveling salesman problem      438ff. 1219ff.
ANSI (American National Standards Institute)      2/x 2/xiii
Antonov — Saleev variant of Sobol’ sequence      300 1160
any() intrinsic function      945 948
APL (computer language)      2/xi
Apple      1/xxiii
Apple Macintosh      2/xix 4 886
Approximate inverse of matrix      49
Approximation of functions      99 1043
Approximation of functions by Chebyshev polynomials      185f. 513 1076ff.
Approximation of functions by rational functions      197ff. 1081f.
Approximation of functions by wavelets      594f. 782
Approximation of functions Pade approximant      194ff. 1080f.
Argument checking      994f. 1086 1090 1092 1370f.
Argument keyword      2/xiv 947f. 1341
Argument optional      2/xiv 947f. 1092 1228 1230 1256 1272 1275 1340
Arithmetic arbitrary precision      881 906ff. 1352ff.
Arithmetic coding      881 902ff. 1349ff.
Arithmetic floatingpoint      881 1343
Arithmetic IEEE standard      276 882 1343
Arithmetic progression      971f. 996 1072 1127 1365 1371f.
Arithmetic rounding      882 1343
Arithmetic — geometric mean (AGM) method      906
Arithmetic — if statement      2/xi
Array      953ff.
Array allocatable      938 941 952ff. 1197 1212 1266 1293 1306 1336
Array allocated with pointer      941
Array allocation      953
Array array manipulation functions      950
Array array sections      939 941 943ff.
Array associated pointer      953f.
Array assumed — shape      942
Array automatic      938 954 1197 1212 1336
Array centered subarray of      113
Array conformable to a scalar      942f. 965 1094
Array constructor      2/xii 968 971 1022 1052 1055 1127
Array copying      991 1034 1327f. 1365f.
Array cumulative product      997f. 1072 1086 1375
Array cumulative sum      997 1280f. 1365 1375
Array deallocation      938 953f. 1197 1266 1293
Array disassociated pointer      953
Array extents      938 949
Array in Fortran 90      941
Array increasing storage for      955 1070 1302
Array index loss      967f.
Array index table      1173ff.
Array indices      942
Array inquiry functions      948ff.
Array intrinsic procedures      2/xiii 948ff.
Array location of first “true”      993 1041 1369
Array location of maximum value      993 1015 1017 1365 1369
Array location of minimum value      993 1369f.
Array manipulation functions      950 1247
Array masked swapping of elements in two arrays      1368
Array of arrays      2/xii 956 1336
Array of length 0      944
Array of length 1      949
Array of pointers forbidden      956 1337
Array operations on      942 949 964ff. 969 1026 1040 1050 1200 1326
Array outer product      949 1076
Array parallel features      941ff. 964ff. 985
Array passing variable number of arguments to function      1022
Array rank      938 949
Array reallocation      955 992 1070f. 1365 1368f.
Array reduction functions      948ff.
Array section      2/xiii 943ff. 960
Array section matches by shape      944
Array section pointer alias      939 944f. 1286 1333
Array section skew      2/xii 945 960 985 1284
Array section vs. eoshift      1078
Array shape      938 944 949
Array size      938
Array skew sections      945 985
Array stride      944
Array subscript bounds      942
Array subscript triplet      944
Array swapping elements of two arrays      991 1015 1365ff.
Array target      938
Array three-dimensional, in Fortran 90      1248
Array transformational functions      948ff.
Array unary and binary functions      949
Array undefined status      952ff. 961 1266 1293
Array zero — length      944
array_copy() utility function      988 991 1034 1153 1278 1328
arth() utility function      972 974 988 996 1072 1086 1127
arth() utility function replaces do — list      968
Artificial viscosity      831 837
Ascending transformation, elliptic integrals      256
ASCII character set      6 888 896 902
Assembly language      269
assert() utility function      988 994 1086 1090 1249
assert_eq() utility function      988 995 1022
Associated Legendre polynomials      246ff. 764 1122f. 1319
Associated Legendre polynomials recurrence relation for      247
Associated Legendre polynomials relation to Legendre polynomials      246
associated)) intrinsic function      952f.
Association, measures of      604 622ff. 1275
Assumed — shape array      942
Asymptotic series      161
Asymptotic series exponential integral      218
Attenuation factors      583 1261
Autocorrelation      492
Autocorrelation in linear prediction      558
Autocorrelation use of FFT      538f. 1254
Autocorrelation Wiener — Khinchin theorem      492 566f.
AUTODIN — II polynomial      890
Automatic array      938 954 1197 1212 1336
Automatic array specifying size of      938 954
Automatic deallocation      2/xv 961
Autonomous differential equations      729f.
Autoregressive model (AR)      see “Maximum entropy method (MEM)”
Average deviation of distribution      605 1269
Averaging kernel, in Backus — Gilbert method      807
Backsubstitution      33ff. 39 42 92 1017
Backsubstitution complex equations      41
Backsubstitution direct for computing $A^{ — 1} B$      40
Backsubstitution in band diagonal matrix      46 1021
Backsubstitution in Cholesky decomposition      90 1039
Backsubstitution in singular value decomposition      56 1022f.
Backsubstitution relaxation solution of boundary value problems      755 1316
Backsubstitution with QR decomposition      93 1040
Backtracking      419
Backtracking in quasi — Newton methods      376f. 1195
Backus — Gilbert method      806ff.
Backus, John      2/x
Backward deflation      363
Bader — Deuflhard method      730 735 1310f.
Bairstow’s method      364 370 1193
Balancing      476f. 1230f.
Band diagonal matrix      42ff. 1019
Band diagonal matrix backsubstitution      46 1021
Band diagonal matrix LU decomposition      45 1020
Band diagonal matrix multiply by vector      44 1019
Band diagonal matrix storage      44 1019
Band — pass filter      551 554f.
Band — pass filter wavelets      584 592f.
Bandwidth limited function      495
Bank accounts, checksum for      894
Bar codes, checksum for      894
Bartlett window      547 1254ff.
Base case, of recursive procedure      958
Base of representation      19 882 1343
BASIC, Numerical Recipes in      1 2/x 2/xviii
Basis functions in general linear least squares      665
Bayesian approach to inverse problems      799 810f. 816f.
Bayesian contrasted with frequentist      810
Bayesian views on straight line fitting      664
Bayesian vs. historic maximum entropy method      816f.
Bayes’ Theorem      810
Bays’ shuffle      270
Bernoulli number      132
Bessel functions      223ff. 234ff. 936 110ff.
Bessel functions asymptotic form      223f. 229f.
Bessel functions complex      204
Bessel functions continued fraction      234 239
Bessel functions double precision      223
Bessel functions fractional order      223 234ff. 1115ff.
Bessel functions Miller’s algorithm      175 228 1106
Bessel functions modified      229ff.
Bessel functions modified, fractional order      239ff.
Bessel functions modified, normalization formula      232 240
Bessel functions modified, routines for      230ff. 1109ff.
Bessel functions normalization formula      175
Bessel functions parallel computation of      1107ff.
Bessel functions recurrence relation      172 224 232 234
Bessel functions reflection formulas      236
Bessel functions reflection formulas, modified functions      241
Bessel functions routines for      225ff. 236ff. 110ff.
Bessel functions routines for modified functions      241ff. 1118
Bessel functions series for      160 223
Bessel functions series for $K_{\nu}$      241
Bessel functions series for $Y_{\nu}$      235
Bessel functions spherical      234 245 1121f.
Bessel functions turning point      234
Bessel functions Wronskian      234 239
Best — fit parameters      650 656 660 698 1285ff.(see
beta function      206ff. 1089
Beta function incomplete      see “Incomplete beta function”
BFGS algorithm      see «Broyden — Fletcher — Goldfarb — Shanno algorithm”)
Bias, of exponent      19
Bias, removal in linear prediction      563
Biconjugacy      77
Biconjugate gradient method elliptic partial differential equations      824
Biconjugate gradient method for sparse system      77 599 1034ff.
Biconjugate gradient method preconditioning      78f. 824 1037
Bicubic interpolation      118f. 1049f.
Bicubic spline      120f. 1050f.
Big — endian      293
Bilinear interpolation      117
Binary constant, initialization      959
Binomial coefficients      206ff. 1087f.
Binomial coefficients recurrences for      209
Binomial distribution      631 690
Binomial probability function      208
Binomial probability function cumulative      222f.
Binomial probability function deviates from      281 285f. 1155
Biorthogonality      77
Bisection      111 359 1045f.
Bisection compared to minimum bracketing      390ff.
Bisection minimum finding with derivatives      399
Bisection root finding      343 346f. 352f. 390 469 1184f.
BISYNCH      890
Bit      18
Bit manipulation functions      see “Bitwise logical functions”
Bit reversal in fast Fourier transform (FFT)      499f. 525
Bitwise logical functions      2/xiii 17 287 890f. 951
bit_size() intrinsic function      951
Block of statements      7
Block — by — block method      788
Bode’s rule      126
Boltzmann probability distribution      437
Boltzmann’s constant      437
Bootstrap method      686f.
Bordering method for Toeplitz matrix      85f.
Borwein and Borwein method for n      906 1357
Boundary      155f. 425f. 745
Boundary conditions for differential equations      701f.
Boundary conditions for spheroidal harmonics      764
Boundary conditions in multigrid method      868f.
Boundary conditions initial value problems      702
Boundary conditions partial differential equations      508 819ff. 848ff.
Boundary conditions two — point boundary value problems      702 745ff. 1314ff.
Boundary value problems      see “Differential equations”; “Elliptic partial differential equations”; “Two — point boundary value problems”
Box — Muller algorithm for normal deviate      279f. 1152
Bracketing of function minimum      343 390ff. 402 1201f.
Bracketing of roots      341 343ff. 353f. 362 364 369 390 1183f.
Branch cut, for hypergeometric function      203
Branching      9
Break iteration      14
Brenner, N.M.      500 517
Brent’s method minimization      389 395ff. 660f. 1204ff. 1286
Brent’s method minimization, using derivative      389 399 1205
Brent’s method root finding      341 349 660f. 1188f. 1286
Broadcast (parallel capability)      965ff.
Broyden — Fletcher — Goldfarb — Shanno algorithm      390 418ff. 1215
Broyden’s method      373 382f. 386 1199f.
Broyden’s method singular Jacobian      386
btest() intrinsic function      951
Bubble sort      321 1168
Bugs      4
Bugs how to report      1/iv 2/iv
Bugs in compilers      1/xvii
Bulirsch — Stoer algorithm for rational function interpolation      105f. 1043
Bulirsch — Stoer for second order equations      726 1307
Bulirsch — Stoer method (differential equations)      202 263 702f. 706 716 718ff. 726 740 1138 1303ff.
Bulirsch — Stoer method (differential equations), stepsize control      719 726
1 2 3 4 5 6 7 8 9 10 11 12 13 14
blank
Реклама
blank
blank
HR
@Mail.ru
       © Электронная библиотека попечительского совета мехмата МГУ, 2004-2019
Электронная библиотека мехмата МГУ | Valid HTML 4.01! | Valid CSS! О проекте