doc/info/ru/maxima.texi

   1 \input texinfo
   2 @c -*-texinfo-*-
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   4 @c Language=Russian
   5 @c Encoding=CP1251
   6 @c File=maxima.texi
   7 @c OriginalRevision=1.57
   8
   9 @c 2000-04-17 Jim Van Zandt <jrv@vanzandt.mv.com> Added header,
  10 @c info directory entry, reference to introduction chapter, and menu
  11 @c descriptions.  Rearranged chapters.
  12
  13 @c to update the menus do:
  14 @c (texinfo-multiple-files-update "maxima.texi" t t)
  15 @c
  16 @c texinfo-multiple-files-update will delete the detailed node listing!
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  19 @c %**start of header
  20 @setfilename  maxima.info
  21 @documentencoding windows-1251
  22 @synindex vr fn
  23 @settitle Maxima Manual
  24 @c %**end of header
  25 @setchapternewpage odd
  26 @ifinfo
  27 This is a Texinfo Maxima Manual
  28
  29 Copyright 1994,2001 William F. Schelter
  30
  31 @format
  32 START-INFO-DIR-ENTRY
  33 * Maxima: (maxima).     A computer algebra system.
  34 END-INFO-DIR-ENTRY
  35 @end format
  36 @end ifinfo
  37
  38 @ifinfo
  39 @macro var {expr}
  40 <\expr\>
  41 @end macro
  42 @end ifinfo
  43
  44 @include ../category-macros.texi
  45
  46 @titlepage
  47 @sp 10
  48 @comment The title is printed in a large font.
  49 @center @titlefont{Ðóêîâîäñòâî ïî Maxima}
  50 @page
  51 @vskip 0pt plus 1filll
  52 Maxima -- ñèñòåìà àíàëèòè÷åñêèõ âû÷èñëåíèé, íàïèñàííàÿ íà Lisp.
  53
  54 Maxima ïðîèñõîäèò îò ñèñòåìû àíàëèòè÷åñêèõ âû÷èñëåíèé Macsyma,
  55 ðàçðàáàòûâàâøåéñÿ â MIT â ïåðèîä 1968 ïî 1982 â ðàìêàõ ïðîåêòà MAC.
  56 Â 1982 ãîäó MIT ïåðåäàëà êîïèþ èñõîäíîãî êîäà Macsyma Ìèíèñòåðñòâó
  57 ýíåðãåòèêè ÑØÀ (Department of Energy). Äàííàÿ âåðñèÿ èçâåñòíà êàê
  58 DOE Macsyma.  Êîïèÿ DOE Macsyma ïîääåðæèâàëàñü ïðîôåññîðîì Âèëüÿìîì
  59 Øåëòåðîì (William F. Schelter) èç Òåõàññêîãî Óíèâåðñèòåòà ñ 1982 ãîäà
  60 âïëîòü äî åãî ñìåðòè â 2001 ãîäó.  Â 1998 ãîäó Øåëòåð ïîëó÷èë
  61 ðàçðåøåíèå âûïóñòèòü èñõîäíûé êîä DOE Macsyma ïîä ïóáëè÷íîé
  62 ëèöåíçèåé GNU è â 2000 ãîäó èíèöèèðîâàë ïðîåêò Maxima íà SourceForge
  63 äëÿ ïîääåðæêè è ðàçâèòèÿ DOE Macsyma, ïåðåèìåíîâàííîé â Maxima.
  64
  65 @end titlepage
  66
  67 @summarycontents
  68 @contents
  69
  70 @ifnottex
  71 @node Top, Ââåäåíèå â Maxima, (dir), (dir)
  72 @top
  73
  74
  75 Maxima -- ñèñòåìà àíàëèòè÷åñêèõ âû÷èñëåíèé, íàïèñàííàÿ íà Lisp.
  76
  77 Maxima ïðîèñõîäèò îò ñèñòåìû àíàëèòè÷åñêèõ âû÷èñëåíèé Macsyma,
  78 ðàçðàáàòûâàâøåéñÿ â MIT â ïåðèîä 1968 ïî 1982 â ðàìêàõ ïðîåêòà MAC.
  79 Â 1982 ãîäó MIT ïåðåäàëà êîïèþ èñõîäíîãî êîäà Macsyma Ìèíèñòåðñòâó
  80 ýíåðãåòèêè ÑØÀ (Department of Energy). Äàííàÿ âåðñèÿ èçâåñòíà êàê
  81 DOE Macsyma.  Êîïèÿ DOE Macsyma ïîääåðæèâàëàñü ïðîôåññîðîì Âèëüÿìîì
  82 Øåëòåðîì (William F. Schelter) èç Òåõàññêîãî Óíèâåðñèòåòà ñ 1982 ãîäà
  83 âïëîòü äî åãî ñìåðòè â 2001 ãîäó.  Â 1998 ãîäó Øåëòåð ïîëó÷èë
  84 ðàçðåøåíèå âûïóñòèòü èñõîäíûé êîä DOE Macsyma ïîä ïóáëè÷íîé
  85 ëèöåíçèåé GNU è â 2000 ãîäó èíèöèèðîâàë ïðîåêò Maxima íà SourceForge
  86 äëÿ ïîääåðæêè è ðàçâèòèÿ DOE Macsyma, ïåðåèìåíîâàííîé â Maxima.
  87 @end ifnottex
  88
  89 @c includes
  90
  91 @menu
  92 Ñòðóêòóðà Maxima
  93
  94 * Ââåäåíèå â Maxima::                Ïðèìåð ñåññèè Maxima.
  95 * Ðàáîòà ñ îøèáêàìè::                Îáíàðóæåíèå îøèáîê è, êàê ñîîáùèòü
  96                                      îá îøèáêàõ â Maxima.
  97 * Ñïðàâêà::                          Ñïðàâî÷íàÿ ñèñòåìà â ñåññèè Maxima.
  98 * Êîìàíäíàÿ ñòðîêà::                 Ñèíòàêñèñ êîìàíäíîé ñòðîêè Maxima.
  99 * Îïåðàòîðû::                        Îïåðàòîðû, èñïîëüçóåìûå â âûðàæåíèÿõ Maxima.
 100 * Âûðàæåíèÿ::                        Âûðàæåíèÿ â Maxima.
 101 * Simplification::                   Simplifying expressions.
 102 * Plotting::                         2D and 3D graphical output.
 103 * Ââîä è âûâîä::                     Ââîä è âûâîä ôàéëîâ.
 104 * Floating Point::                   Low level numerical routines.
 105 * Êîíòåêñòû::                        Íàáîðû èçâåñòíûõ ôàêòîâ.
 106
 107 Ïîääåðæêà ñïåöèàëüíûõ ðàçäåëîâ ìàòåìàòèêè
 108
 109 * Polynomials::                      Standard forms for polynomials, and
 110                                      functions operating on them.
 111 * Êîíñòàíòû::                        ×èñëîâûå è ëîãè÷åñêèå êîíñòàíòû.
 112 * Logarithms::                       Manipulation of expressions involving
 113                                      logarithms.
 114 * Òðèãîíîìåòðèÿ::                    Ðàáîòà ñ âûðàæåíèÿìè, ñîäåðæàùèìè
 115                                      òðèãîíîìåòðè÷åñêèå è áðàòíûå
 116                                      òðèãîíîìåòðè÷åñêèå ôóíêöèè.
 117 * Special Functions::                Special functions
 118 * Ýëëèïòè÷åñêèå ôóíêöèè::            Ýëëèïòè÷åñêèå ôóíêöèè è èíòåãðàëû.
 119 * Ïðåäåëû::                          Âû÷èñëåíèå ïðåäåëîâ âûðàæåíèé.
 120 * Differentiation::                  Differential calculus.
 121 * Integration::                      Integral calculus.
 122 * Equations::                        Defining and solving equations.
 123 * Äèôôåðåíöèàëüíûå óðàâíåíèÿ::       Îïðåäåëåíèå è ðåøåíèå äèôôåðåíöèàëüíûõ
 124                                      óðàâíåíèé.
 125 * Numerical::                        Numerical integration, Fourier
 126                                      transforms, etc.
 127 * Ìàññèâû::                          Ñîçäàíèå ìàññèâîâ è ðàáîòà ñ íèìè.
 128 * Matrices and Linear Algebra::      Matrix operations.
 129 * Ïàêåò affine::
 130 * Ïàêåò itensor::                    Èíäåêñíûå òåíçîðíûå âû÷èñëåíèÿ.
 131 * Ïàêåò ctensor::                    Êîìïîíåíòíûå òåíçîðíûå âû÷èñëåíèÿ.
 132 * Ïàêåò atensor::                    Âû÷èñëåíèÿ ñ òåíçîðíûìè àëãåáðàìè.
 133 * Series::                           Taylor and power series.
 134 * Òåîðèÿ ÷èñåë::                     Òåîðèÿ ÷èñåë.
 135 * Symmetries::
 136 * Groups::                           Abstract algebra.
 137
 138 Ïðîäâèíóòûå âîçìîæíîñòè è ïðîãðàììèðîâàíèå
 139
 140 * Îêðóæåíèå âðåìåíè âûïîëíåíèÿ::     Íàñòðîéêà îêðóæåíèÿ âðåìåíè âûïîëíåíèÿ
 141                                      Maxima.
 142 * Âñïîìîãàòåëüíûå îïöèè::            Îïöèè, èìåþùèå ãëîáàëüíîå âëèÿíèå
 143                                      íà ðàáîòó Maxima.
 144 * Ïðàâèëà ïðåîáðàçîâàíèÿ è øàáëîíû:: Îïðåäåëÿåìûå ïîëüçîâàòåëåì ïðàâèëà
 145                                      ñîïîñòàâëåíèÿ ñ îáðàçöîì è ïðàâèëà
 146                                      óïðîùåíèÿ.
 147 * Ñïèñêè::                           Ðàáîòà ñî ñïèñêàìè.
 148 * Ìíîæåñòâà::                        Ðàáîòà ñ ìíîæåñòâàìè.
 149 * Îïðåäåëåíèå ôóíêöèé::              Îïðåäåëåíèå ôóíêöèé.
 150 * Ïðîãðàììû Maxima::                 Íàïèñàíèå ïðîãðàìì íà ÿçûêå Maxima.
 151 * Îòëàäêà::                          Îòëàäêà Maxima ïðîãðàìì.
 152
 153 Äîïîëíèòåëüíûå ïàêåòû
 154
 155 * Ïàêåò augmented_lagrangian::    Ïàêåò augmented_lagrangian.
 156 * Ïàêåò bode::                    Àìïëèòóäíûå è ôàçîâûå äèàãðàììû Áîäå.
 157 * Ïàêåò contrib_ode::             Äîïîëíèòåëüíûå ïðîöåäóðû äëÿ ðåøåíèÿ ÎÄÓ.
 158 * Ïàêåò descriptive::             Îïèñàòåëüíàÿ ñòàòèñòèêà.
 159 * Ïàêåò diag::                    Æîðäàíîâû ìàòðèöû.
 160 * Ïàêåò distrib::                 Ðàñïðåäåëåíèÿ âåðîÿòíîñòè.
 161 * Ïàêåò draw::                    Èíòåðôåéñ Maxima ê ïðîãðïììå Gnuplot.
 162 * Ïàêåò dynamics::                Ãðàôèêà äëÿ äèíàìè÷åñêèõ ñèñòåì è ôðàêòàëîâ.
 163 * Ïàêåò f90::                     Òðàíñëÿòîð èç Maxima â Fortran.
 164 * ggf::                           Generating function of sequences.
 165 * Ïàêåò graphs::                  Òåîðèÿ ãðàôîâ.
 166 * Ïàêåò grobner::                 Ôóíêöèè äëÿ ðàáîòû ñ áàçèñîì Ãðåáíåðà.
 167 * Ïàêåò impdiff::                 Íåÿâíûå ïðîèçâîäíûå.
 168 * Ïàêåò implicit_plot::           Ãðàôèêè íåÿâíûõ ôóíêöèé.
 169 * Ïàêåò interpol::                Èíòåðïîëÿöèÿ.
 170 * lapack::                        LAPACK functions for linear algebra.
 171 * lbfgs::                         L-BFGS unconstrained minimization package.
 172 * lindstedt::                     Lindstedt package.
 173 * linearalgebra::                 Functions for linear algebra.
 174 * lsquares::                      Least squares.
 175 * makeOrders::                    Polynomial utility.
 176 * mnewton::                       Newton's method.
 177 * numericalio::                   Reading and writing files.
 178 * opsubst::                       Substitutions utility.
 179 * orthopoly::                     Orthogonal polynomials.
 180 * plotdf::                        Direction fields plots.
 181 * romberg::                       Romberg method for numerical integration.
 182 * simplex::                       Linear programming.
 183 * simplification::                Simplification rules and functions.
 184 * solve_rec::                     Linear recurrences.
 185 * stats::                         Statistical inference package.
 186 * Ïàêåò stirling::                Ôîðìóëà Ñòèðëèíãà.
 187 * stringproc::                    String processing.
 188 * unit::                          Units and dimensions package.
 189 * zeilberger::                    Functions for hypergeometric summation.
 190
 191
 192 Èíäåêñ
 193
 194 * Function and Variable Index:: Index.
 195
 196 @comment @detailmenu
 197  --- The Detailed Node Listing ---
 198
 199 Ââåäåíèå
 200
 201 * Ââåäåíèå â Maxima::
 202
 203 Ñïðàâêà
 204
 205 * Lisp è Maxima::
 206 * Ñáîðêà ìóñîðà::
 207 * Äîêóìåíòàöèÿ::
 208 * Ñïðàâî÷íàÿ ñèñòåìà::
 209
 210 Êîìàíäíàÿ ñòðîêà
 211
 212 * Ââåäåíèå â êîìàíäíóþ ñòðîêó::
 213 * Ôóíêöèè è ïåðåìåííûå äëÿ ðàáîòû â êîìàíäíîé ñòðîêå::
 214
 215 Îïåðàòîðû
 216
 217 * N-àðíûå îïåðàòîðû (nary)::
 218 * Áåçôèêñíûå îïåðàòîðû (nofix)::
 219 * Ïîñòôèêñíûå îïåðàòîðû (postfix)::
 220 * Ïðåôèêñíûå îïåðàòîðû (prefix)::
 221 * Àðèôìåòè÷åñêèå îïåðàòîðû::
 222 * Îïåðàòîðû îòíîøåíèÿ::
 223 * Îáùèå îïåðàòîðû::
 224
 225 Âûðàæåíèÿ
 226
 227 * Îñíîâíûå ñâåäåíèÿ î âûðàæåíèÿõ::
 228 * Êîìïëåêñíûå âûðàæåíèÿ::
 229 * Íåâû÷èñëÿåìûå è âû÷èñëÿåìûå ôîðìû::
 230 * Èäåíòèôèêàòîðû::
 231 * Ñòðîêè::
 232 * Íåðàâåíñòâà::
 233 * Ñèíòàêñèñ::
 234 * Ôóíêöèè è ïåðåìåííûå äëÿ âûðàæåíèé::
 235
 236 Simplification
 237
 238 * Definitions for Simplification::
 239
 240 Plotting
 241
 242 * Definitions for Plotting::
 243
 244 Ââîä è âûâîä
 245
 246 * Êîììåíòàðèè::
 247 * Ôàéëû::
 248 * Ôóíêöèè è ïåðåìåííûå äëÿ ââîäà è âûâîäà::
 249
 250 Floating Point
 251
 252 * Definitions for Floating Point::
 253
 254 Êîíòåêñòû
 255
 256 * Ôóíêöèè äëÿ ðàáîòû ñ êîíòåêñòàìè::
 257
 258 Polynomials
 259
 260 * Introduction to Polynomials::
 261 * Definitions for Polynomials::
 262
 263 Êîíñòàíòû
 264
 265 * Ìàòåìàòè÷åñêèå êîíñòàíòû::
 266
 267 Logarithms
 268
 269 * Definitions for Logarithms::
 270
 271 Òðèãîíîìåòðèÿ
 272
 273 * Òðèãîíîìåòðèÿ â Maxima::
 274 * Ôóíêöèè è ïåðåìåííûå äëÿ òðèãîíîìåòðèè::
 275
 276 Special Functions
 277
 278 * Introduction to Special Functions::
 279 * Definitions for Special Functions::
 280
 281 Ýëëèïòè÷åñêèå ôóíêöèè
 282
 283 * Ýëëèïòè÷åñêèå ôóíêöèè è èíòåãðàëû â Maxima::
 284 * Ôóíêöèè è ïåðåìåííûå äëÿ ýëëèïòè÷åñêèõ ôóíêöèé::
 285 * Ôóíêöèè è ïåðåìåííûå äëÿ ýëëèïòè÷åñêèõ èíòåãðàëîâ::
 286
 287 Ïðåäåëû
 288
 289 * Ôóíêöèè äëÿ ðàáîòû ñ ïðåäåëàìè::
 290
 291 Differentiation
 292
 293 * Definitions for Differentiation::
 294
 295 Integration
 296
 297 * Introduction to Integration::
 298 * Definitions for Integration::
 299
 300 Equations
 301
 302 * Definitions for Equations::
 303
 304 Äèôôåðåíöèàëüíûå óðàâíåíèÿ
 305
 306 * Äèôôåðåíöèàëüíûå óðàâíåíèÿ â Maxima::
 307 * Ôóíêöèè è ïåðåìåííûå äëÿ äèôôåðåíöèàëüíûõ óðàâíåíèé::
 308
 309 Numerical
 310
 311 * Introduction to Numerical::
 312 * Fourier packages::
 313 * Definitions for Numerical::
 314 * Definitions for Fourier Series::
 315
 316 Ìàññèâû
 317
 318 * Ôóíêöèè è ïåðåìåííûå äëÿ ðàáîòû ñ ìàññèâàìè::
 319
 320 Matrices and Linear Algebra
 321
 322 * Introduction to Matrices and Linear Algebra::
 323 * Dot::
 324 * Vectors::
 325 * eigen::
 326 * Definitions for Matrices and Linear Algebra::
 327
 328 Ïàêåò affine
 329
 330 * Ââåäåíèå â ïàêåò affine::
 331 * Ôóíêöèè è ïåðåìåííûå ïàêåòà affine::
 332
 333 Ïàêåò itensor
 334
 335 * Ââåäåíèå â ïàêåò itensor::
 336 * Ôóíêöèè è ïåðåìåííûå ïàêåòà itensor::
 337
 338 Ïàêåò ctensor
 339
 340 * Ââåäåíèå â ïàêåò ctensor::
 341 * Ôóíêöèè è ïåðåìåííûå ïàêåòà ctensor::
 342
 343 Ïàêåò atensor
 344
 345 * Ââåäåíèå â ïàêåò atensor::
 346 * Ôóíêöèè è ïåðåìåííûå ïàêåòà atensor::
 347
 348 Series
 349
 350 * Introduction to Series::
 351 * Definitions for Series::
 352
 353 Òåîðèÿ ÷èñåë
 354
 355 * Ôóíêöèè è ïåðåìåííûå äëÿ òåîðèè ÷èñåë::
 356
 357 Symmetries
 358
 359 * Definitions for Symmetries::
 360
 361 Groups
 362
 363 * Definitions for Groups::
 364
 365 Îêðóæåíèå âðåìåíè âûïîëíåíèÿ
 366
 367 * Ââåäåíèå â îêðóæåíèå âðåìåíè âûïîëíåíèÿ::
 368 * Ïðåðûâàíèÿ::
 369 * Ôóíêöèè è ïåðåìåííûå âðåìåíè âûïîëíåíèÿ::
 370
 371 Âñïîìîãàòåëüíûå îïöèè
 372
 373 * Ââåäåíèå â âñïîìîãàòåëüíûå îïöèè::
 374 * Áèáëèîòåêà Share::
 375 * Âñïîìîãàòåëüíûå ôóíêöèè è ïåðåìåííûå::
 376
 377 Ïðàâèëà ïðåîáðàçîâàíèÿ è øàáëîíû
 378
 379 * Ââåäåíèå â ïðàâèëà ïðåîáðàçîâàíèé è øàáëîíû::
 380 * Ôóíêöèè è ïåðåìåííûå äëÿ ïðàâèë ïðåîáðàçîâàíèÿ è øàáëîíîâ::
 381
 382 Ñïèñêè
 383
 384 * Ââåäåíèå â ðàáîòó ñî ñïèñêìè::
 385 * Ôóíêöèè è ïåðåìåííûå äëÿ ðàáîòû ñî ñïèñêàìè::
 386
 387 Ìíîæåñòâà
 388
 389 * Ââåäåíèå â ðàáîòó ñ ìíîæåñòâàìè::
 390 * Ôóíêöèè è ïåðåìåííûå äëÿ ðàáîòû ñ ìíîæåñòâàìè::
 391
 392 Îïðåäåëåíèå ôóíêöèé
 393
 394 * Ââåäåíèå â îïðåäåëåíèå ôóíêöèé::
 395 * Ôóíêöèè::
 396 * Ìàêðîñû::
 397 * Ôóíêöèè è ïåðåìåííûå äëÿ îïðåäåëåíèÿ ôóíêöèé::
 398
 399 Ïðîãðàììû Maxima
 400
 401 * Ââåäåíèå â ïðîãðàììèðîâàíèå íà Maxima::
 402 * Ôóíêöèè è ïåðåìåííûå äëÿ ïðîãðàììèðîâàíèÿ íà Maxima::
 403
 404 Îòëàäêà
 405
 406 * Ôóíêöèè è ïåðåìåííûå äëÿ îòëàäêè::
 407
 408
 409 Ïàêåò augmented_lagrangian
 410
 411 * Ôóíêöèè è ïåðåìåííûå ïàêåòà augmented_lagrangian::
 412
 413 Ïàêåò bode
 414
 415 * Ôóíêöèè è ïåðåìåííûå äëÿ ïàêåòà bode::
 416
 417 Ïàêåò contrib_ode
 418
 419 * Ââåäåíèå â ïàêåò contrib_ode::
 420 * Ôóíêöèè è ïåðåìåííûå ïàêåòà contrib_ode::
 421 * Âîçìîæíûå óëó÷øåíèÿ ïàêåòà contrib_ode::
 422 * Òåñòû ïàêåòà contrib_ode::
 423 * Ññûëêè äëÿ ïàêåòà contrib_ode::
 424
 425 Ïàêåò descriptive
 426
 427 * Ââåäåíèå â ïàêåò descriptive::
 428 * Ôóíêöèè è ïåðåìåííûå äëÿ ìàíèïóëèðîâàíèÿ äàííûìè::
 429 * Ôóíêöèè è ïåðåìåííûå äëÿ îïèñàòåëüíîé ñòàòèñòèêè::
 430 * Ôóíêöèè è ïåðåìåííûå äëÿ ìíîãîìåðíîé îïèñàòåëüíîé ñòàòèñòèêè::
 431 * Ôóíêöèè è ïåðåìåííûå äëÿ ñòàòèñòè÷åñêèõ ãðàôèêîâ::
 432
 433 Ïàêåò diag
 434
 435 * Ôóíêöèè è ïåðåìåííûå ïàêåòà diag::
 436
 437 Ïàêåò distrib
 438
 439 * Ââåäåíèå â ïàêåò distrib::
 440 * Ôóíêöèè è ïåðåìåííûå äëÿ íåïðåðûâíûõ ðàñïðåäåëåíèé::
 441 * Ôóíêöèè è ïåðåìåííûå äëÿ äèñêðåòíûõ ðàñïðåäåëåíèé::
 442
 443 Ïàêåò draw
 444
 445 * Ââåäåíèå â ïàêåò draw::
 446 * Ôóíêöèè è ïåðåìåííûå ïàêåòà draw::
 447 * Ôóíêöèè è ïåðåìåííûå äëÿ êàðòèí::
 448 * Ôóíêöèè è ïåðåìåííûå äëÿ êàðòû ìèðà::
 449
 450 Ïàêåò dynamics
 451
 452 * Ââåäåíèå â ïàêåò dynamics::
 453 * Ôóíêöèè è ïåðåìåííûå ïàêåòà dynamics::
 454
 455 Ïàêåò f90
 456
 457 * Ôóíêöèè è ïåðåìåííûå ïàêåòà f90::
 458
 459 ggf
 460
 461 * Definitions for ggf::
 462
 463 Ïàêåò graphs
 464
 465 * Ââåäåíèå â ïàêåò graphs::
 466 * Ôóíêöèè è ïåðåìåííûå ïàêåòà graphs::
 467
 468 Ïàêåò grobner
 469
 470 * Ââåäåíèå â ïàêåò grobner::
 471 * Ôóíêöèè è ïåðåìåííûå ïàêåòà grobner::
 472
 473 Ïàêåò impdiff
 474
 475 * Ôóíêöèè è ïåðåìåííûå ïàêåòà impdiff::
 476
 477 Ïàêåò implicit_plot
 478
 479 * Ôóíêöèè è ïåðåìåííûå ïàêåòà implicit_plot::
 480
 481 Ïàêåò interpol
 482
 483 * Ââåäåíèå â ïàêåò interpol::
 484 * Ôóíêöèè è ïåðåìåííûå ïàêåòà interpol::
 485
 486 lapack
 487
 488 * Introduction to lapack::
 489 * Functions and Variables for lapack::
 490
 491 lbfgs
 492
 493 * Introduction to lbfgs::
 494 * Definitions for lbfgs::
 495
 496 lindstedt
 497
 498 * Definitions for lindstedt::
 499
 500 linearalgebra
 501
 502 * Introduction to linearalgebra::
 503 * Definitions for linearalgebra::
 504
 505 lsquares
 506
 507 * Definitions for lsquares::
 508
 509 makeOrders
 510
 511 * Definitions for makeOrders::
 512
 513 mnewton
 514
 515 * Definitions for mnewton::
 516
 517 numericalio
 518
 519 * Introduction to numericalio::
 520 * Functions and Variables for plain-text input and output::
 521 * Functions and Variables for binary input and output::
 522
 523 opsubst
 524
 525 * Definitions for opsubst::
 526
 527 orthopoly
 528
 529 * Introduction to orthogonal polynomials::
 530 * Definitions for orthogonal polynomials::
 531
 532 plotdf
 533
 534 * Introduction to plotdf::
 535 * Definitions for plotdf::
 536
 537 romberg
 538
 539 * Definitions for romberg::
 540
 541 simplex
 542
 543 * Introduction to simplex::
 544 * Definitions for simplex::
 545
 546 simplification
 547
 548 * Introduction to simplification::
 549 * Definitions for simplification::
 550
 551 solve_rec
 552
 553 * Introduction to solve_rec::
 554 * Definitions for solve_rec::
 555
 556 stats
 557
 558 * Introduction to stats::
 559 * Definitions for inference_result::
 560 * Definitions for stats::
 561 * Definitions for special distributions::
 562
 563 Ïàêåò stirling
 564
 565 * Ôîðìóëà Ñòèðëèíãà::
 566
 567 stringproc
 568
 569 * Introduction to string processing::
 570 * Definitions for input and output::
 571 * Definitions for characters::
 572 * Definitions for strings::
 573
 574 unit
 575
 576 * Introduction to Units::
 577 * Definitions for Units::
 578
 579 zeilberger
 580
 581 * Introduction to zeilberger::
 582 * Definitions for zeilberger::
 583
 584 @comment @end detailmenu
 585 @end menu
 586
 587 @c  Put the @node lines here, rather than in the @included files,
 588 @c  so emacs can automatically update them with C-c C-u C-e.
 589 @c  nota bene: C-c C-u C-a and texinfo-multiple-files-update will delete
 590 @c  the detailed node listing!
 591
 592 @node Ââåäåíèå â Maxima, Ðàáîòà ñ îøèáêàìè, Top, Top
 593 @chapter Ââåäåíèå â Maxima
 594 @include Introduction.texi
 595
 596 @node Ðàáîòà ñ îøèáêàìè, Ñïðàâêà, Ââåäåíèå â Maxima, Top
 597 @chapter Ðàáîòà ñ îøèáêàìè
 598 @include Bugs.texi
 599
 600 @node Ñïðàâêà, Êîìàíäíàÿ ñòðîêà, Ðàáîòà ñ îøèáêàìè, Top
 601 @chapter Ñïðàâêà
 602 @include Help.texi
 603
 604 @node Êîìàíäíàÿ ñòðîêà, Operators, Ñïðàâêà, Top
 605 @chapter Êîìàíäíàÿ ñòðîêà
 606 @include Command.texi
 607
 608 @node Operators, Expressions, Êîìàíäíàÿ ñòðîêà, Top
 609 @chapter Operators
 610 @include Operators.texi
 611
 612 @node Expressions, Simplification, Operators, Top
 613 @chapter Expressions
 614 @include Expressions.texi
 615
 616 @node Simplification, Plotting, Expressions, Top
 617 @chapter Simplification
 618 @include Simplification.texi
 619
 620 @node Plotting, Input and Output, Simplification, Top
 621 @chapter Plotting
 622 @include Plotting.texi
 623
 624 @node Input and Output, Floating Point, Plotting, Top
 625 @chapter Input and Output
 626 @include Input.texi
 627
 628 @node Floating Point, Êîíòåêñòû, Input and Output, Top
 629 @chapter Floating Point
 630 @include Floating.texi
 631
 632 @node Êîíòåêñòû, Polynomials, Floating Point, Top
 633 @chapter Êîíòåêñòû
 634 @include Contexts.texi
 635
 636 @node Polynomials, Êîíñòàíòû, Êîíòåêñòû, Top
 637 @chapter Polynomials
 638 @include Polynomials.texi
 639
 640 @node Êîíñòàíòû, Logarithms, Polynomials, Top
 641 @chapter Êîíñòàíòû
 642 @include Constants.texi
 643
 644 @node Logarithms, Trigonometric, Êîíñòàíòû, Top
 645 @chapter Logarithms
 646 @include Logarithms.texi
 647
 648 @node Trigonometric, Special Functions, Logarithms, Top
 649 @chapter Trigonometric
 650 @include Trigonometric.texi
 651
 652 @node Special Functions, Elliptic Functions, Trigonometric, Top
 653 @chapter Special Functions
 654 @include Special.texi
 655
 656 @node Elliptic Functions, Ïðåäåëû, Special Functions, Top
 657 @chapter Elliptic Functions
 658 @include Elliptic.texi
 659
 660 @node Ïðåäåëû, Differentiation, Elliptic Functions, Top
 661 @chapter Ïðåäåëû
 662 @include Limits.texi
 663
 664 @node Differentiation, Integration, Ïðåäåëû, Top
 665 @chapter Differentiation
 666 @include Differentiation.texi
 667
 668 @node Integration, Equations, Differentiation, Top
 669 @chapter Integration
 670 @include Integration.texi
 671
 672 @node Equations, Differential Equations, Integration, Top
 673 @chapter Equations
 674 @include Equations.texi
 675
 676 @node Differential Equations, Numerical, Equations, Top
 677 @chapter Differential Equations
 678 @include Differential.texi
 679
 680 @c @include NonCommutative.texi
 681
 682 @node Numerical, Ìàññèâû, Differential Equations, Top
 683 @chapter Numerical
 684 @include Numerical.texi
 685
 686 @node Ìàññèâû, Matrices and Linear Algebra, Numerical, Top
 687 @chapter Ìàññèâû
 688 @include Arrays.texi
 689
 690 @node Matrices and Linear Algebra, Ïàêåò affine, Ìàññèâû, Top
 691 @chapter Matrices and Linear Algebra
 692 @include Matrices.texi
 693
 694 @node Ïàêåò affine, Ïàêåò itensor, Matrices and Linear Algebra, Top
 695 @chapter Ïàêåò affine
 696 @include Affine.texi
 697
 698 @node Ïàêåò itensor, Ïàêåò ctensor, Ïàêåò affine, Top
 699 @chapter Ïàêåò itensor
 700 @include Itensor.texi
 701
 702 @node Ïàêåò ctensor, Ïàêåò atensor, Ïàêåò itensor, Top
 703 @chapter Ïàêåò ctensor
 704 @include Ctensor.texi
 705
 706 @node Ïàêåò atensor, Series, Ïàêåò ctensor, Top
 707 @chapter Ïàêåò atensor
 708 @include Atensor.texi
 709
 710 @node Series, Number Theory, Ïàêåò atensor, Top
 711 @chapter Series
 712 @include Series.texi
 713
 714 @node Number Theory, Symmetries, Series, Top
 715 @chapter Number Theory
 716 @include Number.texi
 717
 718 @node Symmetries, Groups, Number Theory, Top
 719 @chapter Symmetries
 720 @include Symmetries.texi
 721
 722 @node Groups, Runtime Environment, Symmetries, Top
 723 @chapter Groups
 724 @include Groups.texi
 725
 726 @node Runtime Environment, Miscellaneous Options, Groups, Top
 727 @chapter Runtime Environment
 728 @include Runtime.texi
 729
 730 @node Miscellaneous Options, Rules and Patterns, Runtime Environment, Top
 731 @chapter Miscellaneous Options
 732 @include Miscellaneous.texi
 733
 734 @node Rules and Patterns, Lists, Miscellaneous Options, Top
 735 @chapter Rules and Patterns
 736 @include Rules.texi
 737
 738 @node Lists, Sets, Rules and Patterns, Top
 739 @chapter Lists
 740 @include Lists.texi
 741
 742 @node Sets, Function Definition, Lists, Top
 743 @chapter Sets
 744 @include nset.texi
 745
 746 @node Function Definition, Program Flow, Sets, Top
 747 @chapter Function Definition
 748 @include Function.texi
 749
 750 @node Program Flow, Debugging, Function Definition, Top
 751 @chapter Program Flow
 752 @include Program.texi
 753
 754 @node Debugging, augmented_lagrangian, Program Flow, Top
 755 @chapter Debugging
 756 @include Debugging.texi
 757
 758 @node augmented_lagrangian, bode, Debugging, Top
 759 @chapter augmented_lagrangian
 760 @include augmented_lagrangian.texi
 761
 762 @node bode, contrib_ode, augmented_lagrangian, Top
 763 @chapter bode
 764 @include bode.texi
 765
 766 @node contrib_ode, descriptive, bode, Top
 767 @chapter contrib_ode
 768 @include contrib_ode.texi
 769
 770 @node descriptive, diag, contrib_ode, Top
 771 @chapter descriptive
 772 @include descriptive.texi
 773
 774 @node diag, distrib, descriptive, Top
 775 @chapter diag
 776 @include diag.texi
 777
 778 @node distrib, draw, diag, Top
 779 @chapter distrib
 780 @include distrib.texi
 781
 782 @node draw, dynamics, distrib, Top
 783 @chapter draw
 784 @include draw.texi
 785
 786 @node dynamics, f90, draw, Top
 787 @chapter dynamics
 788 @include dynamics.texi
 789
 790 @node f90, ggf, dynamics, Top
 791 @chapter f90
 792 @include f90.texi
 793
 794 @node ggf, graphs, f90, Top
 795 @chapter ggf
 796 @include ggf.texi
 797
 798 @node graphs, grobner, ggf, Top
 799 @chapter graphs
 800 @include graphs.texi
 801
 802 @node grobner, impdiff, graphs, Top
 803 @chapter grobner
 804 @include grobner.texi
 805
 806 @node impdiff, implicit_plot, grobner, Top
 807 @chapter impdiff
 808 @include impdiff.texi
 809
 810 @node implicit_plot, interpol, impdiff, Top
 811 @chapter implicit_plot
 812 @include implicit_plot.texi
 813
 814 @node interpol, lapack, implicit_plot, Top
 815 @chapter interpol
 816 @include interpol.texi
 817
 818 @node lapack, lbfgs, interpol, Top
 819 @chapter lapack
 820 @include lapack.texi
 821
 822 @node lbfgs, lindstedt, lapack, Top
 823 @chapter lbfgs
 824 @include lbfgs.texi
 825
 826 @node lindstedt, linearalgebra, lbfgs, Top
 827 @chapter lindstedt
 828 @include lindstedt.texi
 829
 830 @node linearalgebra, lsquares, lindstedt, Top
 831 @chapter linearalgebra
 832 @include linearalgebra.texi
 833
 834 @node lsquares, makeOrders, linearalgebra, Top
 835 @chapter lsquares
 836 @include lsquares.texi
 837
 838 @node makeOrders, mnewton, lsquares, Top
 839 @chapter makeOrders
 840 @include makeOrders.texi
 841
 842 @node mnewton, numericalio, makeOrders, Top
 843 @chapter mnewton
 844 @include mnewton.texi
 845
 846 @node numericalio, opsubst, mnewton, Top
 847 @chapter numericalio
 848 @include numericalio.texi
 849
 850 @node opsubst, orthopoly, numericalio, Top
 851 @chapter opsubst
 852 @include opsubst.texi
 853
 854 @node orthopoly, plotdf, opsubst, Top
 855 @chapter orthopoly
 856 @include orthopoly.texi
 857
 858 @node plotdf, romberg, orthopoly, Top
 859 @chapter plotdf
 860 @include plotdf.texi
 861
 862 @node romberg, simplex, plotdf, Top
 863 @chapter romberg
 864 @include romberg.texi
 865
 866 @node simplex, simplification, romberg, Top
 867 @chapter simplex
 868 @include simplex.texi
 869
 870 @node simplification, solve_rec, simplex, Top
 871 @chapter simplification
 872 @include simplifications.texi
 873
 874 @node solve_rec, stats, simplification, Top
 875 @chapter solve_rec
 876 @include solve_rec.texi
 877
 878 @node stats, stirling, solve_rec, Top
 879 @chapter stats
 880 @include stats.texi
 881
 882 @node stirling, stringproc, stats, Top
 883 @chapter stirling
 884 @include stirling.texi
 885
 886 @node stringproc, unit, stirling, Top
 887 @chapter stringproc
 888 @include stringproc.texi
 889
 890 @node unit, zeilberger, stringproc, Top
 891 @chapter unit
 892 @include unit.texi
 893
 894 @node zeilberger, Function and Variable Index, unit, Top
 895 @chapter zeilberger
 896 @include zeilberger.texi
 897
 898 @node Function and Variable Index,  , zeilberger, Top
 899 @chapter Indices
 900 @include Indices.texi
 901
 902 @c end includes
 903
 904 @bye