1This is maxima.info, produced by makeinfo version 6.6 from maxima.texi.
2
3Esse � um Manual do Maxima no formato Texinfo
4
5   Copyright 1994,2001 William F. Schelter
6
7START-INFO-DIR-ENTRY
8* Maxima: (maxima).     Um sistema de �lgebra computacional.
9END-INFO-DIR-ENTRY
10
11
12Indirect:
13maxima.info-1: 266
14maxima.info-2: 334374
15maxima.info-3: 620043
16maxima.info-4: 921203
17maxima.info-5: 1201606
18maxima.info-6: 1522925
19
20Tag Table:
21(Indirect)
22Node: Top266
23Node: Introdu��o ao Maxima14385
24Node: Detec��o e Relato de Erros21868
25Node: Defini��es para Detec��o e Relato de Erros22093
26Node: Ajuda24788
27Node: Lisp e Maxima25016
28Node: Descartando28992
29Node: Documenta��o29794
30Node: Fun��es e Vari�veis Definidas para Ajuda30859
31Node: Linha de Comando38101
32Node: Introdu��o a Linha de Comando38329
33Node: Fun��es e Vari�veis Definidas para Linha de Comando47663
34Node: Operadores74602
35Node: N-Argumentos74895
36Node: Operador n�o fixado75501
37Node: Operador P�sfixado76091
38Node: Operador Pr�fixado76608
39Node: Operadores Aritm�ticos77025
40Node: Operadores Relacionais85472
41Node: Operadores Geral85719
42Node: Express�es142501
43Node: Introdu��o a Express�es142824
44Node: Complexo144497
45Node: Substantivos e Verbos145167
46Node: Identificadores147759
47Node: Seq��ncias de caracteres150109
48Node: Desigualdade153041
49Node: Sintaxe153325
50Node: Fun��es e Vari�veis Definidas para Express�es157692
51Node: Simplifica��o219815
52Node: Fun��es e Vari�veis Definidas para Simplifica��o220009
53Node: Montando Gr�ficos240802
54Node: Fun��es e Vari�veis Definidas para Montagem de Gr�ficos241016
55Node: Entrada e Sa�da269607
56Node: Coment�rios269843
57Node: Arquivos271238
58Node: Fun��es e Vari�veis Definidas para Entrada e Sa�da271771
59Node: Ponto Flutuante334374
60Node: Fun��es e Vari�veis Definidas para ponto Flutuante334575
61Node: Contextos339156
62Node: Fun��es e Vari�veis Definidas para Contextos339334
63Node: Polin�mios352380
64Node: Introdu��o a Polin�mios352584
65Node: Fun��es e Vari�veis Definidas para Polin�mios355798
66Node: Constantes408751
67Node: Fun��es e Vari�veis Definidas para Constantes408928
68Node: Logar�tmos412552
69Node: Fun��es e Vari�veis Definidas para Logar�tmos412732
70Node: Trigonometria421222
71Node: Introdu��o ao Pacote Trigonom�trico421458
72Node: Fun��es e Vari�veis Definidas para Trigonometria422487
73Node: Fun��es Especiais431764
74Node: Introdu��o a Fun��es Especiais432014
75Node: Fun��es e Vari�veis Definidas para Fun��es Especiais433667
76Node: Fun��es El�pticas447938
77Node: Introdu��o a Fun��es El�pticas e Integrais448253
78Node: Fun��es e Vari�veis Definidas para Fun��es El�pticas452053
79Node: Fun��es e Vari�veis Definidas para Integrais El�pticas454572
80Ref: elliptic_f454848
81Ref: elliptic_e455064
82Ref: elliptic_eu455295
83Ref: elliptic_kc455888
84Ref: elliptic_ec456177
85Node: Limites456462
86Node: Fun��es e Vari�veis Definidas para Limites456637
87Node: Diferencia��o459260
88Node: Fun��es e Vari�veis Definidas para Diferencia��o459502
89Node: Integra��o483934
90Node: Introdu��o a Integra��o484214
91Node: Fun��es e Vari�veis Definidas para Integra��o485209
92Node: Introdu��o a QUADPACK507889
93Ref: Introdu��o a QUADPACK-Footnote-1511531
94Ref: Introdu��o a QUADPACK-Footnote-2511597
95Ref: Introdu��o a QUADPACK-Footnote-3511663
96Ref: Introdu��o a QUADPACK-Footnote-4511706
97Ref: Introdu��o a QUADPACK-Footnote-5511768
98Ref: Introdu��o a QUADPACK-Footnote-6511805
99Ref: Introdu��o a QUADPACK-Footnote-7511844
100Node: Fun��es e Vari�veis Definidas para QUADPACK512027
101Node: Equa��es530317
102Node: Fun��es e Vari�veis Definidas para Equa��es530497
103Node: Equa��es Diferenciais570943
104Node: Introdu��o a Equa��es Diferenciais571237
105Node: Fun��es e Vari�veis Definidas para Equa��es Diferenciais571899
106Node: Num�rico580242
107Node: Introdu��o a Num�rico580524
108Node: Pacotes de Fourier580689
109Node: Fun��es e Vari�veis Definidas para Num�rico581360
110Node: Fun��es e Vari�veis Definidas para S�ries de Fourier595671
111Node: Arrays598898
112Node: Fun��es e Vari�veis Definidas para Arrays599072
113Node: Matrizes e �lgebra Linear620043
114Node: Introdu��o a Matrizes e �lgebra Linear620371
115Node: Ponto620704
116Node: Vetores622090
117Node: auto623090
118Node: Fun��es e Vari�veis Definidas para Matrizes e �lgebra Linear623846
119Node: Fun��es Afins672943
120Node: Fun��es e Vari�veis Definidas para Fun��es Afins673144
121Node: itensor678872
122Node: Introdu��o a itensor679062
123Node: Fun��es e Vari�veis Definidas para itensor691340
124Node: ctensor762113
125Node: Introdu��o a ctensor762304
126Node: Fun��es e Vari�veis Definidas para ctensor766861
127Node: Pacote atensor827647
128Node: Introdu��o ao Pacote atensor827868
129Node: Fun��es e Vari�veis Definidas para o Pacote atensor831954
130Node: S�ries837573
131Node: Introdu��o a S�ries837770
132Node: Fun��es e Vari�veis Definidas para S�ries838326
133Node: Teoria dos N�meros866552
134Node: Fun��es e Vari�veis Definidas para Teoria dos N�meros866756
135Node: Simetrias884630
136Node: Fun��es e Vari�veis Definidas para Simetrias884807
137Node: Grupos921203
138Node: Fun��es e Vari�veis Definidas para Grupos921382
139Node: Ambiente em Tempo de Execu��o923332
140Node: Introdu��o a Ambiente em Tempo de Execu��o923650
141Node: Interrup��es924861
142Node: Fun��es e Vari�veis Definidas para Ambiente em Tempo de Execu��o926137
143Node: Op��es Diversas933067
144Node: Introdu��o a Op��es Diversas933340
145Node: Compartilhado933743
146Node: Fun��es e Vari�veis Definidas para Op��es Diversas934541
147Node: Regras e Modelos949349
148Node: Introdu��o a Regras e Modelos949585
149Node: Fun��es e Vari�veis Definidas para Regras e Modelos950692
150Node: Listas996538
151Node: Introdu��o a Listas996728
152Node: Fun��es e Vari�veis Definidas para Listas997638
153Node: Conjuntos1009965
154Node: Introdu��o a Conjuntos1010170
155Node: Fun��es e Vari�veis Definidas para Conjuntos1020695
156Ref: adjoin1020917
157Ref: belln1021404
158Ref: cardinality1022391
159Ref: cartesian_product1022935
160Ref: disjoin1023672
161Ref: disjointp1024371
162Ref: divisors1024767
163Ref: elementp1026382
164Ref: emptyp1026779
165Ref: equiv_classes1027099
166Ref: every1028365
167Ref: extremal_subset1031276
168Ref: flatten1031990
169Ref: full_listify1034621
170Ref: fullsetify1035200
171Ref: identity1035880
172Ref: integer_partitions1036166
173Ref: intersect1038119
174Ref: intersection1038224
175Ref: listify1043601
176Ref: lreduce1044055
177Ref: makeset1045481
178Ref: moebius1047124
179Ref: multinomial_coeff1048355
180Ref: num_distinct_partitions1049635
181Ref: num_partitions1050495
182Ref: partition_set1051426
183Ref: permutations1052183
184Ref: powerset1052804
185Ref: rreduce1054785
186Ref: setdifference1056330
187Ref: setequalp1057203
188Ref: setify1057835
189Ref: setp1058420
190Ref: set_partitions1059023
191Ref: some1060788
192Ref: stirling11063822
193Ref: stirling21065852
194Ref: subset1068242
195Ref: subsetp1068865
196Ref: symmdifference1069275
197Ref: tree_reduce1070363
198Ref: union1071771
199Ref: xreduce1072753
200Node: Defini��o de Fun��o1074504
201Node: Introdu��o a Defini��o de Fun��o1074772
202Node: Fun��o1074980
203Node: Macros1080107
204Node: Fun��es e Vari�veis para Defini��o de Fun��o1088828
205Node: Fluxo de Programa1143766
206Node: Introdu��o a Fluxo de Programa1144014
207Node: Fun��es e Vari�veis Definidas para Fluxo de Programa1144356
208Node: Depurando1172326
209Node: Depurando o C�digo Fonte1172572
210Node: Comandos Palavra Chave1176656
211Node: Fun��es e Vari�veis Definidas para Depura��o1179264
212Node: augmented_lagrangian1189237
213Node: Fun��es e Vari�veis Definidas para augmented_lagrangian1189447
214Node: bode1191945
215Node: Fun��es e Vari�veis Definidas para bode1192109
216Node: contrib_ode1195426
217Node: Introdu��o a contrib_ode1195762
218Node: Fun��es e Vari�veis Definidas para contrib_ode1201606
219Node: Possibilidades de melhorias em contrib_ode1206484
220Node: Casos de teste para contrib_ode1207839
221Node: Refer�ncias bibliogr�ficas para contrib_ode1208699
222Node: descriptive1210273
223Node: Introdu��o ao pacote descriptive1210712
224Node: Fun��es e Vari�veis Definidas para manipula��o da dados1216347
225Node: Fun��es e Vari�veis Definidas para estat�stica descritiva1225133
226Node: Fun��es e Vari�veis Definidas espec�ficas para estat�stica descritiva de v�rias vari�veis1243194
227Node: Fun��es e Vari�veis Definidas para gr�ficos estat�sticos1253618
228Node: diag1265752
229Node: Fun��es e Vari�veis Definidas para diag1265903
230Node: distrib1282866
231Node: Introdu��o a distrib1283123
232Node: Fun��es e Vari�veis Definidas para distribui��es cont�nuas1291187
233Node: Fun��es e Vari�veis Definidas para distribui��es discretas1349192
234Node: draw1374399
235Node: Introdu��o a draw1374569
236Node: Fun��es e Vari�veis Definidas para draw1375058
237Node: dynamics1434652
238Node: Introdu��o a dynamics1434842
239Node: Fun��es e Vari�veis Definidas para dynamics1436544
240Node: eval_string1445597
241Node: Fun��es e Vari�veis Definidas para eval_string1445769
242Node: f901447490
243Node: Fun��es e Vari�veis Definidas para f901447633
244Node: ggf1449478
245Node: Fun��es e Vari�veis Definidas para ggf1449617
246Node: grobner1451490
247Node: Introdu��o a grobner1451714
248Node: Fun��es e Vari�veis Definidas para grobner1453754
249Node: impdiff1467350
250Node: Fun��es e Vari�veis Definidas para impdiff1467515
251Node: implicit_plot1468161
252Node: Fun��es e Vari�veis Definidas para implicit_plot1468345
253Node: interpol1469615
254Node: Introdu��o a interpol1469808
255Node: Fun��es e Vari�veis Definidas para interpol1470208
256Node: lbfgs1479901
257Node: Introdu��o a lbfgs1480078
258Node: Fun��es e Vari�veis Definidas para lbfgs1481201
259Node: lindstedt1490652
260Node: Fun��es e Vari�veis Definidas para lindstedt1490823
261Node: linearalgebra1492424
262Node: Introdu��o a linearalgebra1492641
263Node: Fun��es e Vari�veis Definidas para linearalgebra1497136
264Node: lsquares1522925
265Node: Fun��es e Vari�veis Definidas para lsquares1523097
266Node: makeOrders1532345
267Node: Fun��es e Vari�veis Definidas para makeOrders1532517
268Node: mnewton1533568
269Node: Fun��es e Vari�veis Definidas para mnewton1533734
270Node: numericalio1535447
271Node: Introdu��o a numericalio1535651
272Node: Fun��es e Vari�veis Definidas para numericalio1538432
273Node: opsubst1542247
274Node: Fun��es e Vari�veis Definidas para opsubst1542413
275Node: orthopoly1544907
276Node: Introdu��o a polin�mios ortogonais1545124
277Ref: Avalia��o em Ponto Flutuante1556386
278Node: Fun��es e Vari�veis Definidas para polin�mios ortogonais1563982
279Node: plotdf1571632
280Node: Introdu��o a plotdf1571813
281Node: Fun��es e Vari�veis Definidas para plotdf1573275
282Node: romberg1583119
283Node: Fun��es e Vari�veis Definidas para romberg1583277
284Node: simplex1590302
285Node: Introdu��o a simplex1590493
286Node: Fun��es e Vari�veis Definidas para simplex1590972
287Node: simplification1594895
288Node: Introdu��o a simplification1595116
289Node: Fun��es e Vari�veis Definidas para simplification1595517
290Node: solve_rec1616308
291Node: Introdu��o a solve_rec1616507
292Node: Fun��es e Vari�veis Definidas para solve_rec1617246
293Node: stats1625947
294Node: Introdu��o a stats1626243
295Node: Fun��es e Vari�veis Definidas para inference_result1627481
296Node: Fun��es e Vari�veis Definidas para stats1632415
297Node: Fun��es e Vari�veis Definidas para distribui��es especiais1661432
298Node: stirling1662713
299Node: Fun��es e Vari�veis Definidas para stirling1662877
300Node: stringproc1664890
301Node: Introdu��o a manipula��o de seq��ncias de caracteres1665205
302Node: Fun��es e Vari�veis para entrada e sa�da1670217
303Node: Fun��es e Vari�veis para caracteres1676716
304Node: Fun��es e Vari�veis para seq��ncias de caracteres1680079
305Node: unit1693903
306Node: Introdu��o a Units1694080
307Node: Fun��es e Vari�veis Definidas para Units1698204
308Node: zeilberger1718409
309Node: Introdu��o a zeilberger1718627
310Node: Fun��es e Vari�veis Definidas para zeilberger1720795
311Node: �ndice de Fun��es e Vari�veis1726807
312
313End Tag Table
314
315
316Local Variables:
317coding: iso-8859-1
318End:
319