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



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Название: Advanced engineering mathematics

Автор: Greenberg M.

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: Указатель в процессе заполнения

ed2k: ed2k stats

Издание: 2nd

Год издания: 1998

Количество страниц: 1347

Добавлена в каталог: 29.08.2014

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Abramowitz, M.      983
Absolute convergence of singular integral      221
Absolutely integrable      924 936
Acceleration      699 701 722
Accumulated roundoff error      1003
Accumulated truncation error      1003
Action potential      375
Acton, F.      854
Adams — Bashforth method      309
Adams — Moulton method      309
Adjoint matrix      511
Adjoint operator      900
Airy equation      192 948
Airy functions      192
Algebraic equation      392 642
Algebraic growth      61
Ampere's law      813 817
Amplitude of vibration      111
Analog circuit      39
Analytic continuation      1218
Analytic function      181
Analyticity      1142
Andronov, A.      337
Angular velocity      708
Aperiodic motion      386
Apostol, T.M.      624 676 725 876 924
ARC      715
Arc length      717
Archimedes's principle      809
Area element      739 740
Argand, J.R.      1111
Argument      1126
Aristotle      414
Asymptotic stability of singular point      353
Autonomous system      344
Average value property      1076
Back substitution      397
Barrett, L.C.      588
Basis      449
Basis of solutions      87
Basis, change of      526
Basis, orthogonal      453
Beam on elastic foundation      134
Beam on elastic foundation by Fourier integral      917
Beam on elastic foundation by Fourier series      862
Beam on elastic foundation by Fourier transform      928
Beats      566
Berg, P.W.      1038
Bernoulli equation      32 840
Bernoulli, Daniel      32 1017
Bernoulli, Jakob      32
Bernoulli, Johann      32
Bessel equation      230 908
Bessel function of first kind      232
Bessel function of second kind      234
Bessel general solution      235
Bessel inequality      885
Best approximation      458 882
beta function      229
Bifurcation      368
Biharmonic equation      782 972
Biharmonic operator      782
Bilinear (Moebius) transformation      1158
Binder, L.      1000
Binormal      721
Block, H.D.      414
Block-diagonal matrix      493
Boundary condition of first kind (Dirichlet)      951 1170
Boundary condition of second kind (Neumann)      952 1172
Boundary condition of third kind (Robin)      952
boundary conditions      6
Boundary point      616 1114
Boundary-value problem      6 88 317 1066
Bounded function      213
Bounded region      723
Boundedness condition      97
Bounds on integrals, a sharper bound      1189
Bounds on integrals, ML bound      1186
Boyce, W.E.      83
Branch cut      1131
Branch point      1132
Brown, J.W.      851
Buckling, application of quadratic forms      593
Buckling, dynamic formulation      371
Buckling, eigenvalue problem      890 904
Burkill, J.C.      83
Canonical form of wave equation      1044
Canonical quadratic form      590
Capacitor      35
Carbon dating      39 41
Carslaw, H.S.      845 857
Cartesian coordinates      687
Cauchy convergence theorem      176 1210
Cauchy integral formula      1200
Cauchy integral formula for circular disk      1206
Cauchy integral formula for upper half plane      1206
Cauchy integral formula, generalized      1204
Cauchy principal value      1257
Cauchy product of series      180
Cauchy theorem      1191
Cauchy — Euler equation      118
Cauchy — Euler equation, reduced to constant-coefficient equation      132
Cauchy — Riemann equations      1140
Cauchy, A.-L.      492 1140
Cayley product      469
Cayley — Hamilton theorem      554
Cayley — Klein parameters      599
Cayley, A.      469
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