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Abell M.L., Braselton J.P. — Mathematica by Example
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Название: Mathematica by ExampleАвторы: Abell M.L., Braselton J.P. Аннотация: Updated to be completely compatible with Mathematica version 3.0; designed for Mathematica beginners: a valuable addition to ANY Mathematica user's library; new applications from a variety of fields, especially biology, physics, and engineering, are included throughout the text; additional examples, especially in chapters one through six, should make this edition even more useful to instructors, students, business people, engineers, and other professionals using Mathematica on a variety of platforms; Step-by-step instructions for all Mathematica implementations; and CD-ROM Enclosed! All Mathematica input that appears in the book is included on the enclosed CD-ROM, which will operate on Macintosh, Windows 3.1.1 and 95, and UNIX machines with Mathematica 3.0 installed.
Язык: Рубрика: Руководства по программному обеспечению /Статус предметного указателя: Готов указатель с номерами страниц ed2k: ed2k stats Издание: revised editionГод издания: 1994Количество страниц: 523Добавлена в каталог: 11.12.2005Операции: Положить на полку |
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Simplifying expressions 6 24 40—44 48 53 54 103—107 359 360 361 392 393 sin 3 12 28 31—33 246 248 Singular point 411 418 sinh 36 37 Solids of revolution 167—173 Solve 3 10 84—90 95 96 116 117 120 129 135 138 140 146 147 163 173 181 183 195 210 217 224 225 237 309—312 365 378 382 394 396 403 412 417 420 422 431 439 452 459 Solving equations 84—99 Solving equations, literal 89 140 Solving equations, matrix 308—315 Solving equations, polynomial 88—91 Solving equations, recurrence 269 Solving equations, systems 85—88 308—315 Solving equations, trigonometric 85 92 Spelling errors 45 SpellingCorrection 11 Sphere 505 508 spherical 348 SphericalPlot3D 227 Spiral, stable 450 Spiral, unstable 450 sqrt 25 26 Stable node 450 Stable spiral 450 Stake's theorem 358—362 Statistics see NonlinearFit stellate 502 SUM 5 6 150 151 153 154 156 174 176 178 179 199 250 359 424 425 464 469 474 suppressing (;) 95 233 240 241 374 377 395 399 504 Suppressing output (;) 95 233 240 241 374 377 395 399 504 Surface integrals 356 SymbolicSum 5 SymbolicSum, Sum 5 6 154 156 176 178 179 SymbolicSum, SymbolicSum 5 System of differential equations 441—461 System of equations 85—88 308—315 table 151—153 155 156 177 179 198—200 202 230—234 240 241 244—247 249 253 255—257 259 260 262 263 267 268 270 275 277 293 297—300 326 337 375 377 380 395 399 400 402 408—410 413 423 424 434 442 444 446 448 457 461 463—466 468 469 472—475 502 507 508 TableForm 202 233 240 253 255—257 259 260 262 263 267 268 270 305 337 346 380 413 423 424 463 466 468 TableForm, TableHeadings 151 155 211 218 248 TableHeadings 151 155 215 211 218 248 Tables see Arrays see see Take 242 324 376 404 tan 31—33 Tangent lines 113 114 144 Tangent plane 212 213 Tangent, horizontal 115 126 127 tanh 36 37 Taylor polynomial 188 Taylor's theorem 189 tetrahedron 500 501 Ticks 3 16 59 60 64 76 133 272 273 276 293 428 430 449 460 464 469 489 493 494 Ticks, Automatic 60 Times (*) 4 11 24 40 41 Together 40 107 112 113 115 118 121—124 137 141 205 265 266 320 360 378 429 489 toroidal 348 Torus 504 Trace 76—79 TranslateShape 507 508 TRANSPOSE 304 305 317 318 335 336 Trig 54 361 TrigFactor 7 Trigonometric equations 85 92 Trigonometric expressions 6 7 53 54 361 Trigonometric functions, Cos 12 28 31—33 248 Trigonometric functions, inverse, ArcCos 28 34 35 Trigonometric functions, inverse, ArcCot 28 34 Trigonometric functions, inverse, ArcCsc 28 34 Trigonometric functions, inverse, ArcSec 28 Trigonometric functions, inverse, ArcSin 28 34 35 Trigonometric functions, inverse, ArcTan 28 34 35 180 Trigonometric functions, principal values 247—249 Trigonometric functions, Sin 3 12 28 31—33 246 248 Trigonometric functions, Tan 31—33 Trigonometry, TrigFactor 7 Trigonometry, TrigReduce 6 TrigReduce 6 Triple integral 226—228 Triple integral, volume 227 228 TRUE 59 union 247 Unit vector 307 Unit vector, normal 351—354 Unitary matrix 334 UnitStep 39 Unstable node 450 Unstable, spiral 450 Van-der-Pol equation 455—457 Variation of parameters 396—401 446—449 Vector field 347 Vector field, conservative 347 Vector field, curl 349 Vector field, divergence 347 Vector field, graphing 353 354 357 497—500 Vector field, potential 347 vector-valued functions 49 50 349 350 357—362 VectorAnalysis, ArcLengthFactor 348 VectorAnalysis, Cartesian 348 351 VectorAnalysis, CoordinatesFromCartesian 348 VectorAnalysis, CoordinatesToCartesian 348 VectorAnalysis, CrossProduct 348 VectorAnalysis, Curl 347 349 350 VectorAnalysis, Cylindrical 348 VectorAnalysis, Div 347 349 350 357 VectorAnalysis, DotProduct 348 VectorAnalysis, Grad 347 348 351 352 359 VectorAnalysis, JacobianDeterminant 348 VectorAnalysis, JacobianMatrix 348 VectorAnalysis, Laplacian 347 349—351 VectorAnalysis, ScalarTripleProduct 348 VectorAnalysis, SetCoordinates 348 VectorAnalysis, Spherical 348 VectorHeads 354 357 499 Vectors gradient 347 349 497 499 Vectors norm 307 Vectors, defining 300 Vectors, dot product (.) 305 306 Vectors, orthonormal 318 319 Vectors, unit 307 Vectors, unit normal 351—354 Vectors, zero 300 Verhulst equation 377—381 ViewPoint 68 223 Volume, double integral 221—226 Volume, solids of revolution 167—173 Volume, triple integral 231 Wave equation 461—464 Wave equation, two-dimensional 467—476 Why the Beep? 16—18 Wireframe 505 wronskian 387 380 396 Zero vector 300 [...] 3 4 25 28—41 45—50 [[...]] (Part) 4 95 102 137 138 141 144 165 224—226 236—238 251 300—304 376 378 380 382 385—387 393 405 406 408 409 452 459—461 466—468 \ (line continuation) 25 250 ^ (Power) 5 25 26 121 122 307 _(blank) 45—50 {...} 4 50 52 229—231 234 238 248 256 278 280 283 290 296 297 300 303 304 309 312 317 323 325—328 332 337 349 357 359 463 468
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