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Kreyszig E. — Advanced engineering mathematics
Kreyszig E. — Advanced engineering mathematics



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Название: Advanced engineering mathematics

Автор: Kreyszig E.

Аннотация:

Introduces the Mathematica software program and its application for performing numerical calculations, symbolic calculations, and graphing to solve engineering problems. The guide contains 130 worked-out examples and 400 problems that correspond to chapters in the Advanced Engineering Mathematics textbook by the same author.


Язык: en

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: 9-th edition

Год издания: 2006

Количество страниц: 1246

Добавлена в каталог: 07.12.2009

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Convergence, tests      667—672
Convergence, uniform      691
Conversion of an ODE to a system      134
Convolution      248 523
Cooling      14
Coordinate transformations      A71 A84
Coordinates, Cartesian      366 604
Coordinates, curvilinear      A71
Coordinates, cylindrical      587 A71
Coordinates, polar      137 443 580 607
Coordinates, spherical      588 A71
Coriolis acceleration      396
Corrector      890 900
Correlation analysis      1089
Cosecant      627 A62
Cosine of a complex variable      627 688 743
Cosine of a real variable      A60
Cosine, hyperbolic      688
Cosine, integral      A66 A95
Cotangent      627 A62
Coulomb      92
Coulomb law      409
Covariance      1039 1085
Cramer’s Rule      306—307 312
Crank — Nicolson method      924
Critical damping      65
Critical point      31 142 730
Critical region      1060
Cross product      377
Crout’s method      841
Cubic spline      811
Cumulative, distribution function      1011
Cumulative, frequency      994
Curl      414 430 472 A71
Curvature      397
Curve      389
Curve, arc length of      393
Curve, fitting      859
Curve, notifiable      393
Curve, orientation of      390
Curve, piecewise smooth      421
Curve, simple      391
Curve, smooth      421 638
Curve, twisted      391
Curvilinear coordinates      A71
Cut set      976
CYCLE      959
Cycloid      399
Cylinder      446
Cylinder, flow around      763 767
Cylindrical coordinates      587 A71
Damping      64 88
Dantzig      944
DATA DESK      991
De Moivre      610
De Moivre, formula      610
De Moivre, limit theorem      1031
de Morgan’s laws      999
Decay      5
Decreasing sequence      A69
decrement      69
Dedekind      A69
Defect      337
Defective item      1073
Definite complex integral      639
Definiteness      356
Deformation of path      649
Degenerate feasible solution      947
Degree of a vertex      955
Degree of precision      822
Degrees of freedom      1052 1055 1066
Deleted neighborhood      712
Delta, Dirac      242
Delta, Kronecker      210 A83
density      1014
Dependent, linearly      49 74 106 297 300 325
Dependent, random variables      1036
Depth first search      960
Derivative of a complex function      616 658
Derivative of a vector function      387
Derivative, directional      404
Derivative, left-hand      484
Derivative, right-hand      484
DERIVE      778
Descartes      366
Determinant      306 308
Determinant of a matrix      305
Determinant of a matrix product      321
Determinant, Cauchy      112
Determinant, characteristic      336 864
Determinant, Vandermonde      112
DFS      960
Diagonal matrix      284
Diagonalization      351
Diagonally dominant matrix      868
Diameter of a graph      973
Difference table      803
Differences      802 804 807—808
Differentiable complex function      616
Differential      19 429
Differential equation (ODE and PDE) of vibrating beam      547 552
Differential equation (ODE and PDE) of vibrating mass      61 86 135 150 243 261 342 499
Differential equation (ODE and PDE) of vibrating membrane      569—586
Differential equation (ODE and PDE) of vibrating string      538
Differential equation (ODE and PDE) with constant coefficients      53 111
Differential equation (ODE and PDE), Airy      552 904
Differential equation (ODE and PDE), Bernoulli      30
Differential equation (ODE and PDE), Bessel      189 204
Differential equation (ODE and PDE), Cauchy — Riemann      37 618 621
Differential equation (ODE and PDE), elliptic      551 909
Differential equation (ODE and PDE), Euler — Cauchy      69 185
Differential equation (ODE and PDE), exact      20
Differential equation (ODE and PDE), homogeneous      27 46 105 535
Differential equation (ODE and PDE), hyperbolic      551 928
Differential equation (ODE and PDE), hypergeometric      188
Differential equation (ODE and PDE), Laguerre      257
Differential equation (ODE and PDE), Laplace      407 465 536 579 587 910
Differential equation (ODE and PDE), Legendre      177 204 590
Differential equation (ODE and PDE), linear      26 45 105 535
Differential equation (ODE and PDE), nonhomogeneous      27 46 105 535
Differential equation (ODE and PDE), nonlinear      45 151 535
Differential equation (ODE and PDE), numeric methods for      886—934
Differential equation (ODE and PDE), ordinary      4
Differential equation (ODE and PDE), parabolic      551 909 922
Differential equation (ODE and PDE), partial      535
Differential equation (ODE and PDE), Poisson      910 918
Differential equation (ODE and PDE), separable      12
Differential equation (ODE and PDE), Sturm — Liouville      203
Differential form      20 429
Differential geometry      389
Differential operator      59
Differentiation, analytic functions      691
Differentiation, complex functions      616
Differentiation, Laplace transforms      254
Differentiation, numeric      827
Differentiation, power series      174 680
Differentiation, series      696
Differentiation, vector functions      387
Diffusion equation      464 552
Diffusivity      552
Digraph      955
Dijkstra’s algorithm      964
Dimension of vector space      300 325 369
Diodes      399
Dirac’s delta      242
Direct method      845
Directed, graph      955
Directed, line segment      364
Directed, path      982
Direction field      10
Directional derivative      404
Dirichlet      467
Dirichlet, discontinuous factor      509
Dirichlet, problem      467 558 587 915
Discharge of a source      767
Discrete, Fourier transform      525
Discrete, random variable      1011 1033
Discrete, spectrum      507 524
Disjoint events      998
Disk      613
Dissipative      429
distribution      1010
Distribution, Bernoulli      1020
Distribution, binomial      1020 A96
Distribution, chi-square      1055 A101
Distribution, continuous      1011
Distribution, discrete      1011 1033
Distribution, Fisher’s F-distribution      1066 A102
Distribution, function      1011 1032
Distribution, Gauss      1026
Distribution, hypergeometric      1024
Distribution, marginal      1035
Distribution, multinomial      1025
Distribution, normal      1026 1047—1057 1062—1067 A98
Distribution, Poisson      1022 1073 A97
Distribution, Student’s t-distribution      1053 A100
Distribution, two-dimensional      1032
Distribution, uniform      1015 1017 1034
Distribution-free test      1080
Divergence of vector fields      410 A72
Divergence theorem of Gauss      459
Divergent, sequence      665
Divergent, series      171 667
Divided differences      802
Division of complex numbers      604 609
Domain      401 613 646
Doolitile’s method      841
Dot product      325 371
Double Fourier series      576
Double integral      433
Double labeling      968
DOUBLE PRECISION      782
Driving force      84
Drumhead      569
Duffing equation      159
Duhamel’s formula      597
d’Alembert’s solution      549 551
Eccentricity of a vertex      973
Echelon form      294
EDGE      955
Edge, coloring      987
Edge, incidence list      957
Efficient algorithm      962
Eigenbasis      349
Eigenfunction      204 542 559 574
Eigenfunction, expansion      210
Eigenspace      336 865
Eigenvalue problems for matrices (Chap. 8)      333—363
Eigenvalue problems for matrices, numerics      863—882
Eigenvalue problems for ODEs (Sturm — Liouville problems)      203—216
Eigenvalue problems for PDEs      540—593
Eigenvalue problems for systems of ODEs      130—165
Eigenvector      334 864
EISPACK      778
Elastic membrane      340
Electric circuit      see “Circuit”
Electrical network      see “Networks”
Electromechanical analogies      96
Electromotive force      91
Electrostatic field      750
Electrostatic potential      588—592 750
Element of matrix      273
Elementary matrix      296
Elementary operations      292
Elimination of first derivative      197
ellipse      390
Ellipsoid      449
Elliptic cylinder      448
Elliptic paraboloid      448
Elliptic partial differential equation      551 909
Empty set      998
Engineering system      Front cover
Entire function      624 661 711
Entry      273 309
Equality of complex numbers      602
Equality of matrices      275
Equality of vectors      365
Equally likely      1000
Equipotential lines      750 762
Equipotential surfaces      750
Equivalence relation      296
Equivalent linear systems      292
erf      568 690 A64 A95
Error      783
Error, bound      784
Error, estimation      785
Error, function      568 690 A64 A95
Error, propagation      784
Error, Type I, Type II      1060
Essential singularity      708
Estimation of parameters      1046—1057
Euclidean, norm      327
Euclidean, space      327
Euler      69
Euler backward methods for ODEs      896 907
Euler beta function      A64
Euler constant      200
Euler formula      58 496 624 627 687
Euler formulas for Fourier coefficients      480 487
Euler graph      963
Euler method for systems      903
Euler numbers      690
Euler trail      963
Euler — Cauchy equation      69 108 116 185 589
Euler — Cauchy method      887 890 903
evaporation      18
Even function      490
Event      997
Everett interpolation formula      809
Exact differential equation      20
Exact differential form      20 429
Existence Theorem, differential equations      37 73 107 109 137 175
Existence theorem, Fourier integral      508
Existence theorem, Fourier series      484
Existence theorem, Laplace transforms      226
Existence theorem, Linear equations      302
Expectation      1016
Experiment      997
Explicit solution      4
Exponential decay      5
Exponential function, complex      57 623
Exponential function, real      A60
Exponential growth      5 31
Exponential integral      A66
Exposed vertex      983
Extended complex plane      710 736
Extension, periodic      494
Extrapolation      797
Extremum      937
F-distribution      1066 A102
Factorial function      192 1008 A95
Failure      1021
Fair die      1000
Falling body      8
False position      796
Family of curves      5 35
Faraday      92
Fast Fourier Transform      526
Feasible solution      942
Fehlberg      894
1 2 3 4 5 6 7
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