Strang G. — Introduction to Applied Mathematics :: Электронная библиотека попечительского совета мехмата МГУ

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Strang G. — Introduction to Applied Mathematics

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Название: Introduction to Applied Mathematics

Автор: Strang G.

Язык:

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1986

Количество страниц: 757

Добавлена в каталог: 11.04.2008

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID

Предметный указатель

Lagrange      15 227
Lagrange multiplier      96 98 101 131 704 708 718 719
Lame constant      221 240
Lanczos      368 416 421 427
Laplace      459
Laplace equation      182 188 198 215 276 278 337
Laplace transform      362 513 520 532
Lax      574 583 586 595 603
LDU      75
Leapfrog      584
Least action      254 260
Least squares      35 104 118 137
Leaving      666 674 679 680
legendre      252 279 288 289 418 731
Level curve      720
Limit cycle      503
Line integral      199 364
Linear program      665 724
Linearized      497 511
Logistic equation      477 491
Loop      73 83 119
Loop current      238
Lorenz      504
lu      11 15 21
M-matrix      44 93
Mach number      184
Malthus      477
Marginal cost      707 729
Marriage problem      620 627 643 658 715
Mass matrix      52 281 441
Matching      620 625 629 635 643
Material derivative      228 240
Maximal flow      640 732
Maximum principle      195 355 365 533
Maxwell      207 218
Mean      140 142
Mechanism      130 135
Membrane      173 193
Minimal cut      641 646
Minimal surface      248
minimax      101 703 705 710 712 716 732
Minimum      18 20 29 32 728
Minimum cost flow      659
Minimum degree      372
Modulus      221
moment      173
Momentum      230 256 259 551
Multigrid      368 372 410 427 456
Multiplication      296 690
Multistep      565
Natural condition      157 169 172
Navier — Stokes      231 235
Network      93 607 640
Newton      373 375 379 381
Newton’s law      230 254
Node      88 494 499
Noise      137
Nonlinear      251 373 488 503
Norm      732
Normal derivative      184
Normal distribution      141 537 539
Normal equations      37 138
Northwest      654 662
Norton      117 118
NP-complete      647 661
NullSpace      69 72 104 134 684
Nyquist      325
O(N)      615
Objective function      665
Odd function      273 285 458
Ohm’s Law      209 699
Optimality      694
Optimization      666
Orthogonal      197 263 278 284 382 384 389 400
Orthogonal matrix      50 61
Orthogonalization      78
Orthonormal      383
Oscillation      480 486
Overrelaxation      368 403 407 425
P(X)      98 133
Parabolic      247
Parallel machine      372 412
Parseval      275 286 313
Partial fractions      307 477 515
Partial sums      270 272
Particular solution      483
Peclet      555 561
Pendulum      255 261 488 498 500
Perfect fluid      230 236
Periodic      265 451 459 469 496 500 508
Permutation      75 626 716
Perturbation      162 242
Phase      116
Phase error      464
Phase I-II      682 688 690
Phase plane      500 503 511
Piecewise polynomial      176 428 445
Pivot      8 51
Plancherel      313 326 586
Plate      239
Poiseuille flow      237 241
Poisson equation      183 193 459
Poisson formula      277 287
Poisson summation formula      328
Poisson’s ratio      221 240
Poker      712
Polar decomposition      79 223
Pole      358 359 365 517 531
Polynomial time      660 673
Pontryagin      242
Positive definite      15 17 18 20 23 34 63
Positive matrix      44 93
Potential      88 182 199 205 206 689
potential energy      133 167 240
Power method      412 426
Power series      332
Preconditioner      368 405 423 687
Predator-prey      496 502 511
Predictor      564 567
Pressure      230 232 237
Price      698 706 707
Primal      692
probability      140 153
Product form      681 690
Production model      706 716
Projection      82 105 109 385 684 687
Projective      688
Pseudo-inverse      40 138
PuLSE      138 145 311 327 362
Pythagoras      103 105 382
Q(y)      99 134
QB      79 223
qr      78 385 389
Quadratic      18 32 506
Quadratic programming      719 733
quantum mechanics      259 315 558
Quasi-Newton      376
Quasiperiodic      57 504 601
Rank      68 72 74 84
Rank one      80
Rayleigh quotient      414 427 722
Rayleigh — Ritz      431
Reactions      126 131
Reassignment      630 638
Recurrence      415 427 601
RECURSIVE      137 146
Reduced cost      675 677 679 687 695

Reflection      394
Repeated eigenvalue      59
Rescaling algorithm      683 685
Residual      421
Residue      357 358 517
Resistive network      110 114 732
Resonance      483 487 491
Revised simplex method      681
Reynolds number      235
Riemann      360 545
Rigid motion      128 130
RLC circuit      115 481
Roller      123 128
Root of unity      448 468
Rotation      204 217 239 392 400
Roundoff      461
Runge — Kutta      568 585
Russell      599
Saddle point      102 134 494 705 710
Sampling      325 329
Scale factor      213
Scanning      609 643
Schroedinger      259 558 602
Schwarz inequality      287 314 399 734
Schwarz — Christoffel      227 338
Second-order equations      55 478 498 526
Semidirect      367 414
Sensitivity      707 728
Separable      475
Separation of variables      281 458 469
Shear      222 239
Sherman — Morrison      82 86
Shift      301 307 317 391 413 520
Shock      590 592 597
Shortest path      243 612 617 696 734
Sign function      311
Signal processing      299 302
Simplex method      629 666 674 680 689
Sine matrix      457
singular      6 162 453
Singular value decomposition      78 223
Singular values      461
Singularity      333 357 359
Sink      190
Slack variables      653 670
Smoothing      149
Soap bubble      248
Solid mechanics      123 220
Solitons      601
Source      190
Spanning tree      118 121 608 610 618
Spectral method      462 466
Spectral radius      404
Speech      264
spherical      215 219 288 289 552
Spiral      494 499 501
SPLINE      165 166 177 179
Spring      40 57 63 256 261 479 489
SPRINT      698 702
Square root of A      67
Square wave      274 286 541
Stable      474 492 498 507 525 530 568 574
Standard deviation      142
Statically determinate      127 130
Stationary      299
Statistics      36 39 45
Steady model      151 154
Steady state      474
Steepest descent      377 598 684 689
Step function      165 178 181 312
Steplength      685
Stiff      570
Stiffness matrix      42 126 436
Stokes      186 196 212 237
Straight line fit      38
strain      131 155 170 221 223 240 251
Strain energy      133 135 444
Strange Attractor      504
Stream function      206 209 233 238 343
streamline      185 196 340 344
Stress      131 223 230 251
Sturm — Liouville      161 289
Sum of squares      19 22
Support      123 126 727 734
Symmetric hyperbolic      549 560
Table of transforms      520
Tableau      677 692
Tacoma bridge      485
Tangent      200 211
Tangent plane      727
Tarjan      611
Tellegen      83
Tensegrity      131
Tension      124 131
Tensor      220 226
Threshold      566 572
Toeplitz matrix      301 529
Topology matrix      89
Torsion      225 240
Totally unimodular      701
Trace      51 65 493
Traffic      537 597
Transfer function      303 527 529
Transport rule      228
transportation      651 655 732
TRANSPOSE      158 207 218
TREE      118 121 608
Trial function      428 433
Triangularization      634
Tridiagonal      9 31 44 396 415 419 451 456
Truss      123 126
Unbiased      143
Uncertainty      310 314 327
Undetermined coefficients      482 487 491 519
Unit circle      331 339
Unitary      294 305 315
UNPACK      372
UPDATE      419
van der Pol      502
Variance      142
vector calculus      182 186 199 210
Vector potential      206
Velocity      216 230
Virtual work      132 136 166 168 239
viscosity      231 237 597
Viscous fluid      230 236
VLSI      647 650
Voltage law      71 354
Voltage source      113
Volterra      323
von Neumann      579 581 710
Vortex method      234
Vorticity      185 233
Walsh      279
Warping function      225
Wave equation      209 247 256 461 536 542 544 549 551
wave number      544 552 554
Wavefront      588 590 604
Weak duality      100 108 623 652 693 703
Weak form      166 168 243 250 430 441 597
Wedding game      713 715
Weight      138 143 280 284 687
Wiener — Hopf      308 321
Winner-loser      646
Work      132 135 199
Yen      730
z-transform      524 529 533

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