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
Greenberg M.D. — Advanced engineering mathematics
Greenberg M.D. — Advanced engineering mathematics



Обсудите книгу на научном форуме



Нашли опечатку?
Выделите ее мышкой и нажмите Ctrl+Enter


Название: Advanced engineering mathematics

Автор: Greenberg M.D.

Аннотация:

This clear, pedagogically rich book develops a strong understanding of the mathematical principles and practices that today's engineers need to know. Equally as effective as either a textbook or reference manual, it approaches mathematical concepts from an engineering perspective, making physical applications more vivid and substantial. Its comprehensive instructional framework supports a conversational, down-to-earth narrative style, offering easy accessibility and frequent opportunities for application and reinforcement.


Язык: en

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: Second Edition

Год издания: 1998

Количество страниц: 1324

Добавлена в каталог: 06.12.2009

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
blank
Предметный указатель
Euler constant      206
Euler formula      92 1117
Euler formulas      851 857
Euler method      293
Euler theorem      629
Euler, L.      23 33 1017
Even function      846
Exact differential      63 839
Exact differential equation      62
Existence and uniqueness for algebraic systems      502
Existence and uniqueness for first-order ODE      26 49 160
Existence and uniqueness for initial-value problems      83
Existence and uniqueness for linear algebraic systems      401
Existence and uniqueness in phase plane      348
Expansion of vector      449 454
Explicit numerical scheme      1006
Explosive growth      61
Exponential function      1116
Exponential growth      61
Exponential integral      206 731
Exponential matrix      586
Exponential solutions      95
Extended complex plane      1158
Extremum      656 665
Extremum local      656
Extrusion      975
Eyeglasses      124
Factorization of operator      109 126
Faraday's law      824
Fast Fourier transform (FFT)      931
Feigenbaum, M.      338
Fermat's principle      674
Fermat, P. de      674
Feshbach, H.      986
FFT      931
Field, irrotational      826
Finite complex plane      1158
Finite-difference method      999
Finite-difference method empirical estimate of the order      1104
Finite-difference method for Poisson equation      1092
Finite-difference method for wave equation      1054
Finite-difference method in nonreetangular domains      1097
Finite-difference method Neumann boundary conditions      1104
Finite-difference method Robin boundary conditions      1104
Finite-difference method with iterative solution      1100
Fixed point      33
Fixed point of mapping      1165
Fletcher, R.      670
Flow over plate      1136
Flux      762
Focus (spiral)      354
Forcing function      133
Formal solution      958
Fourier coefficients      851
Fourier convolution integral      923
Fourier cosine transform      935
Fourier cosine transform, table      Appendix E
Fourier cosine transform, transform of derivative      936
Fourier integral      915
Fourier integral theorem      915
Fourier law of heat conduction      800
Fourier series      851 864
Fourier series, complex form      864
Fourier sine transform      935
Fourier sine transform, table      Appendix E
Fourier sine transform, transform of derivative      936
Fourier transform      921
Fourier transform $\omega$-shift      924
Fourier transform application to ODE's      936
Fourier transform application to PDE's      981 1051 1088
Fourier transform convolution theorem      923
Fourier transform inversion formula      921
Fourier transform of nth derivative      923
Fourier transform table      Appendix D
Fourier transform x-shift      924
Fourier — Bessel series      91
Fourier — Legendre series      911
Fourier, J.      844
Free fall      51
Free vibration      557
Free-body diagram      160
Frenet, F.J.      721
Frequency spectrum      914
Frobenius theorem      201
Function space      432 435 881
Fundamental period      286 848
Fundamental set of solutions      87
Fundamental theorem of the calculus      21 675 1195 1197
Gamma function      223
Gauss elimination      396 401
Gauss — Jordan reduction      404
Gauss — Seidel iteration      1008 1101
Gauss's law      805
Gauss, C.F.      1109
General solution of ODE      83 86 134
General solution of PDE      1045
Generalized eigenvalue problem      554 568
Generalized exponential function      1135
Generalized factorial function      225
Generating function for Bessel function      243
Generating function for Chebyshev polynomials      913
Generating function for Legendre polynomials      215
Generating set      439
Geometric series      191 1087 1213 1217
Gestalt psychology      377
Gibbs phenomenon      854
Gibbs, J.W.      854
Goursat, E.      1190
Gradient      767
Gram — Schmidt orthogonalization      455 456
Gravitation, law of      752
Green's functions      1207
Green's identities      801
Green's theorem      819
Green, G.      810
Greenberg, M.D.      1207
Grid points      999
Guinness I. Grattan-      845
Half-life      40
Half-range expansion      870
Hamilton, W.R.      765 810
Hanging chain      3 1021
Harmonic function      1145
harmonic oscillator      10
Harmonic oscillator, forced oscillation      149
Harmonic oscillator, free oscillation      110
Harmonic series      219 856 875
Hartman — Grobman theorem      362
Hartog, D.      517
Hastings, C.Jr.      983
Heal equation      943
Heat conduction      799
Heaviside step function      269
Heaviside, O.      269
Helix      719
Helmholtz equation      1040
Helmholtz, H. von      1040
Henon map      33
Henon, M.      33
Hermite, C.      604
Hermitian conjugate      604 900
Hermitian form      608
Hermitian matrix      604
High (frequency) mode      167 559
Higher-order ODE's      99
Hildebrand, F.B.      679
Hodgkin, A.      376
Holmes, P.J.      383
Homeomorphism      366
Homogeneous differential equation      117 393
Homogeneous equation $y' = f(y/x)$      61
Homogeneous function      60 629
homogeneous solution      28
Homogeneous system      502
Hooke's law      13 515
Hopf bifurcation      379
Hoppensteadl, F.C.      376
Horizontal inflection point      657
Horizontal p-integral      220
Hubel, D.H.      376
Huxley, A.      376
Hyperbolic cosine      1118
Hyperbolic functions      91 1118
Hyperbolic PDE      947
Hyperbolic sine      1118
Identity matrix      473
Ill-conditioned matrix      524
Ill-conditioned system      410
Im      1109
Image vector      53
Images, method of      992 1049
Imaginary axis      1111
Imaginary part (Im)      1111
Implicit finite-difference method      1005 1006
Implicit function      642
Implicit function theorem      642 647
Important little integral      1193 1206
Improper (singular) integral      218
Improved Euler method      304
Impulse      275 859
Inconsistent      393
Indicial equation      200
Induction method of proof      90
inductor      35
Infinite series      176
Infinity, point at      1158
Initial conditions      6
Initial-value problem      6
Inner product      433 882
Inner product axioms      434 436
Input      38
Integral curve      2
Integral equation      265
Integral representation of Bessel function      243
Integral representation of Legendre polynomial      217
Integral representations (general)      133
Integral transform      247
Integrating factor method      22 23 66
Integrodifferential equation      36
Interior point      616 1114
Inverse Fourier transform      1253
Inverse function      645
Inverse image      531
Inverse Laplace transform      1251
Inverse matrix      508 518
Inverse-square law      53
Invertible matrix      51
Involutory matrix      480
Irregular singular point      194
Irrotational field      826
Irrotational How      833
Iterated integral      725
Iterative algorithm      1007
J-integral      1249
Jacobi iteration      1008 1100
Jacobian      649
Jeffery, R.L.      845
Johnson, D.E.      216
Johnson, J.R.      216
Jordan curve theorem      1199
Jordan form      580 582
Jordan, D.W.      382 384
Jordan, Wilhelm      404
Joukowski transformation      1177 1179
Jump phenomenon      382
Kelvin, Lord (Sir William Thomson)      810
Kepler's laws      53
Kernel (nullspace)      531
Kernel of integral operator      247 930 984
Kirchhoff's laws      36
Kirchhoff, G.R.      36
Kline, M.      845
Knopp, K.      1190 1218
Kober, H.      1166
Korteweg — de Vries (KdV) equation      953
Kronecker delta      427 461 473
Kronecker, L.      461
kth-order zero      1236
Kutta — Joukowski lift formula      813 1086
L'Hopital's rule for f(z)      1146 1255
Lagrange identity      687 695 898
Lagrange multipliers      667
Lagrange, J.-L.      27 33 667 1017
Laplace convolution integral      259
Laplace equation      1058
Laplace transform      247
Laplace transform application to ODE's      261
Laplace transform application to PDE's      981 1051
Laplace transform convolution theorem      258
Laplace transform design of the transform      268
Laplace transform differentiation with respect to s      283
Laplace transform initial-value theorem      285
Laplace transform integration with respect to s      285
Laplace transform inversion formula      252
Laplace transform kernel      247
Laplace transform large s behavior of transform      285
Laplace transform multiplication by 1/s      282
Laplace transform of derivative      257
Laplace transform of periodic function      287
Laplace transform s-shift      281
Laplace transform t-shift      282
Laplace transform, derivation of      938
Laplace transform, existence of      249
Laplace transform, linearity of      255
Laplace transform, table      Appendix C
Laplace transform, uniqueness of inverse transform      252
Laplacian      779
Laurent series      1225
LC circuit      159 271
LD (linearly dependent)      76
Leacock, S.I.      138
Leading      1404
Least squares      673
Least time, principle of      675
Least-square approximation      884
Left-hand limit      852
Legendre equation      125 212 910 1082
Legendre function of second kind      217
Legendre polynomial      213
Legendre, A.M.      125 212
Leibmann iteration      1101
Leibniz rule      676
Leibniz, G.W.      33
Leon, S.J.      498
Lerch's theorem      253
Level curve      758
Level set      759
Levinson, N.      373
LI (linearly independent)      76
Libby, W.      41
Light extinction      45
Limit concept      616
Limit cycle      374
Limit of f(z)      1136
Line      6
Line integral      718
Lineal element      21
Linear combination of a set      76
Linear dependence      444
Linear differential equation      7
1 2 3 4
blank
Реклама
blank
blank
HR
@Mail.ru
       © Электронная библиотека попечительского совета мехмата МГУ, 2004-2024
Электронная библиотека мехмата МГУ | Valid HTML 4.01! | Valid CSS! О проекте