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Gray J. — Mastering Mathematica
Gray J. — Mastering Mathematica



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Название: Mastering Mathematica

Автор: Gray J.

Аннотация:

This book addresses the use of Mathematica as a symbolic manipulator, a programming language, and a general tool for knowledge representation. The purpose is to show the reader how to make Mathematica do the reader's kind of mathematics-whatever that may be.


Язык: en

Рубрика: Технология/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1994

Количество страниц: 663

Добавлена в каталог: 11.12.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Functions, critical points of      485—495
functions, defining      173—178
Functions, definition using If      244
Functions, folding of      180
Functions, gradient of      487
Functions, named pure functions      176
Functions, nameless pure functions      177
Functions, nesting of      179
Functions, pure      173—178
Functions, representation of      175
Galois      19
gameDeal      603
Gaussian integer      9
Gaussian integer, prime      68
Gaussian rationals      10
gaussianCurvature      501
GCD      168 547
ge      399
generatedGroup      400
Geometric objects, circles and disks      314
Geometric objects, Line      310
Geometric objects, Point      310
Geometric objects, Polygon      310
Geometry`CriticalPoints`      486
Geometry`DifferentiableMappings`      471
Geometry`MappingGraphics`      477
Geometry`MinimalSurfaces`      496
Geometry`Rotations`      340
get      53 264
Global`      354
Glynn, Jerry      139
GoldenRatio      111 118
goodPrimes      384
grad      487
Grade school arithmetic      4
Grade school arithmetic, addition      4
Grade school arithmetic, division      5
Grade school arithmetic, exponentiation      6
Grade school arithmetic, multiplication      4
Grade school arithmetic, subtraction      4
gradientMapping      487
Graham, R.L.      279
Gram — Schmidt method      168 193
Gram — Schmidt method examples      367
Gram — Schmidt method optional arguments      365—370
Gram — Schmidt method, dependent vectors      235 574—575
GramSchmidt      367
Graph      428 435 465
Graph algorithms      457—464
Graph algorithms, degree Sequence      458
Graph algorithms, findHamiltonianCycle method      463
Graph algorithms, findlsomorphism method      459
Graph algorithms, isomorphism testing      457
Graph algorithms, maximumClique method      461
Graph algorithms, maximumlndependentSet method      462
Graph algorithms, minimumVertexCover      462
Graph theory      425—468
Graph theory, classes for      428
Graphics      20 309
Graphics constructions using polyhedra      344—347
Graphics constructions using Shapes      343
Graphics modifiers, CMYKColor      321
Graphics modifiers, GrayLevel      310
Graphics modifiers, Hue      317
Graphics modifiers, PointSize      310
Graphics modifiers, RGBColor      318
Graphics modifiers, Thickness      310
Graphics, 2-dimensional examples      330—335
Graphics, 3-dimensional objects in packages      339
Graphics, 3-dimensional primitives      336—339
Graphics, adding built-ins to objects      326
Graphics, adding primitives to built-ins      325
Graphics, animation      137
Graphics, arrays      327
Graphics, bar charts      333
Graphics, circles and disks      314
Graphics, CMYKColor      321—324
Graphics, color in 3-dimensional      347
Graphics, combining 3-dimensional      348
Graphics, combining built-in with primitives      325—327
Graphics, combining types of      127
Graphics, ContourPlot      22 128
Graphics, cube in a dodecahedron      346
Graphics, cube in an octahedron      346
Graphics, Cuboid      336
Graphics, DensityPlot      128
Graphics, display of objects      310
Graphics, geometric objects      309
Graphics, GraphicsArray      20
Graphics, Hue      317
Graphics, ListContourPlot      139
Graphics, ListDensityPlot      139
Graphics, ListPlot      124—127
Graphics, ListPlot3D      139
Graphics, modifiers      309 316
graphics, objects      310
Graphics, options      324
Graphics, ParametricPlot      28 127
Graphics, ParametricPlot3D      134
Graphics, Plot      19 117—123
Graphics, Plot3D      21 132
Graphics, PlotStyle      325
Graphics, PointParametricPlot3D      139
Graphics, PointSize versus AbsolutePointSize      317
Graphics, PostScript      316
Graphics, primitives      309—313
Graphics, programming      309—349
Graphics, Prolog and Epilog      325
Graphics, Raster and RasterArray      314
Graphics, rectangles      329
Graphics, RGBColor      318—321
Graphics, routings      3
Graphics, ShadowPlot3D      136
Graphics, Show      20
Graphics, SphericalPlot3D      136
Graphics, suppressing display of      123
Graphics, SurfaceOfRevolution      136
graphics, text      315
Graphics, three dimensional      132—135
Graphics, three-dimensional in packages      135
Graphics, two-dimensional      119—131
Graphics, two-dimensional in packages      130
Graphics, two-dimensional objects      313
Graphics, vibrating string      137
Graphics3D      54 336
GraphicsArray      21 328
Graphics`Colors`      310
Graphics`ImplicitPlot`      18 513
Graphics`Master`      54 131
Graphics`Polyhedra`      54 344
Graphics`Shapes`      55 339
GraphQ      436 465
GraphQ method      435
Graphs adjacency matrices      426 427
Graphs adjacencyMatrix method      436
Graphs as abstract objects      434
Graphs as classes      428
Graphs as relations      425
Graphs cartesian products      446
Graphs centerCircularImmersion method      437
Graphs circular-Immersion method      437
Graphs class hierarchy      426—445
Graphs complement method      451
Graphs cone method      452
Graphs coproducts      445
Graphs edge lists      426 427
Graphs edgeLists method      436
Graphs implementation      465
Graphs incidence matrix method      454
Graphs induced subgraph method      454
Graphs line graph method      455
Graphs numberOfEdges method      436
Graphs numberOfVertices method      436
Graphs ordered pairs      426 427
Graphs orderedPairs method      436
Graphs randomlmmersion method      436
Graphs star      453
Graphs subclasses      427
Graphs subclasses, adjacents      429 430
Graphs subclasses, edges      429 431
Graphs subclasses, ordereds      429 433
Graphs subsubclasses, balanced graphs      439
Graphs subsubclasses, complete graphs      438
Graphs subsubclasses, cyclic graphs      442
Graphs subsubclasses, empty graphs      441
Graphs subsubclasses, loops      441
Graphs subsubclasses, partite graphs      442
Graphs tensor products      449
Graphs top class      435
Graphs wheel      453
Gravitational attraction      99 259
Gray, Theodore      139
GrayLevel      121 310 313
greater      193
GreaterEqual      147
GridLines      121 337
Groebner basis      80
GroebnerBasis      80
groups      see “Permutation groups”
hamiltonianCycleQ      463
Harmonic motion      484
head      144
Heads1      245
Hearn, Anthony      195
HeatOfVaporization      56
Helix      343
Help menu      49
Help Pointer      49
Help, front end      49
Help, kernel      43
hessian      488 500
High school algebra      10
hilbert      39 524
Hilbert matrix      31
histogram      269 275 330
Histogram in C      266
Histogram in Mathematica      269
Histogram one-liner      273
Histogram plots      330—333
Histogram, C versus Mathematica      276
histogram1      275
histoGraphics      331
histoGraphics1      331
histoGraphicsCount      332
histoGraphicsFile      332
history      57
Hoffman, David      496
HoldAll      378
HoldForm      378
Hue      122 311 317
i      111
icosahedron      344
Identity      123
IdentityMatrix      32
if      243 390
Im      111
immutableAccount      297
immutablelnterestAccount      299
Imperative programming assignments      241
Imperative programming commands      239
Imperative programming composition      242
Imperative programming conditionals      243
Imperative programming examples      253—276
Imperative programming incompatibility      242
Imperative programming modules      251
Imperative programming states      239
Imperative programming, C versus Mathematica      271
Imperative programming, Do      248
Imperative programming, For      250
Imperative programming, If      243
Imperative programming, Switch      247
Imperative programming, Which      245
Imperative programming, While      249
Imperative programs from Oh! Pascal!      260
Imperative programs histogram in C      266
Imperative programs interest table in C      263
implicitplot      18 131
improper-Integrate      181
incidenceMatrix      455 465
Indefinite integral      24
Independent variable      27
inducedSubgraph      454 467
Infinity as levelspec      172
inheritance      292 297
Initial conditions      28
INNER      162
innerProduct      193 365
InOrder      278 614
inOrderCalc      616
Input form      48
Insert      153
inShuffle      278 613
InString      57
INTEGER      143
IntegerDigits      192
IntegerQ1      91 218
Integers      10
Integrate      24
Integration      24
Integration by substitution      515
intentionalEqualQ      472
Interaction, front end      48
Interaction, kernel      42
Interaction, packages      53
Interest table from file      264
Interest table functional versions      265
Interest table in C      263
Interest table in Mathematica      263
interestAccount      298
Interpolating functions      28
Interpolation formulas      19
Intersection      160
interval      160
intervalUnion      231
Inverse      32 399
Inverse functions      76
InverseLaplaceTransform      104
inversemap      472
isomorphismQ      457
iszero      391
Iterator      20 120 156
Jacobian      114 189 474 535 545 555
Join      153
Kantor, W.M.      279
Keiper, Jerry B.      70
Kernel      41
Kinds of Buttons      3
Kinds of Buttons, arithmetic operations      3
Kinds of Buttons, calculus routines      3
Kinds of Buttons, graphics routines      3
Kinds of Buttons, linear algebra      3
Kinds of Buttons, solutions of equations      3
Kinds of Buttons, special functions      3
kronecker      447
kSubsets      226
L      181
LAMBDA      388
Lambda calculus      169 387—393
Lambda calculus call-by-value version      393
Lambda calculus Church numerals      391
1 2 3 4 5 6
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