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3 (maxima.texi (texinfo.tex Loading texinfo [version 1999-04-25.15]: Basics,
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51 conditionals, indexing,
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150 [2] (Introduction.texi [3] [4] [5]) Chapter 2 [6] (Help.texi [7] [8] [9])
151 Chapter 3 [10] (Command.texi [11] [12] [13] [14] [15] [16]
152 Underfull \hbox (badness 10000) in paragraph at lines 460--464
153 []@textrm - mean-ing SET STA-TUS. It can be used to SSTA-TUS( FEA-TURE,
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163 [17]) Chapter 4 [18] (Operators.texi [19] [20] [21] [22] [23] [24]
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165 []@texttt PIECE holds the value of the last expression selected when using the
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176 [25] [26]) Chapter 5 [27] [28] (Expressions.texi [29] [30] [31] [32] [33]
177 [34] [35] [36] [37] [38] [39]) Chapter 6 [40] (Simplification.texi [41]
178 [42] [43] [44] [45] [46]) Chapter 7 [47] [48] (Plotting.texi [49] [50] [51]
179 [52]) Chapter 8 [53] [54] (Input.texi [55] [56] [57] [58] [59] [60] [61]
180 [62] [63] [64] [65] [66] [67]) Chapter 9 [68] (Floating.texi [69] [70])
181 Chapter 10 [71] [72] (Contexts.texi [73]
182 Underfull \hbox (badness 3954) in paragraph at lines 151--164
183 @textrm and AN-TI-SYM-MET-RIC. [Note: sys-tem @texttt "@textrm fea-tures@textt
184 t " @textrm may be checked with
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187 .@glue(@leftskip) 28.90755
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194 [74]) Chapter 11 [75] [76] (Polynomials.texi [77] [78] [79] [80] [81] [82]
195 [83] [84] [85] [86] [87] [88] [89] [90]) Chapter 12 [91] [92] (Constants.texi)
196 Chapter 13 [93] [94] (Logarithms.texi [95]) Chapter 14 [96] (Trigonometric.texi
197 [97] [98] [99] [100]) Chapter 15 [101] [102] (Special.texi [103] [104] [105])
198 Chapter 16 [106] (SpecfunII.texi
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212 @textrm assoc[]legendre[]p(n,m,x)|
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224 @textrm assoc[]legendre[]q(n,m,x)|
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236 @textrm spherical[]hankel1(n,
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248 @textrm spherical[]hankel2(n,
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260 @textrm spherical[]bessel[]j(n,x)|
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272 @textrm spherical[]bessel[]y(n,x)|
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284 @textrm spherical[]harmonic(n,m,x,y)|
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296 @textrm ultraspherical
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308 @textrm ultraspherical(n,a,x)|
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320 @textrm load(@texttt "@textrm specfun@texttt "@textrm ). See [AS-SOC[]LEGENDRE
321 []Q], page 109, [LEG-EN-DRE[]P],
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333 []@textrm See also SPHER-I-CAL[]HANKEL1, SPHER-I-CAL[]HANKEL2, and SPHER-I-
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345 []@textrm See also SPHER-I-CAL[]HANKEL1, SPHER-I-CAL[]HANKEL2, and SPHER-I-
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357 []@textrm See also SPHER-I-CAL[]HANKEL2, SPHER-I-CAL[]BESSEL[]J, and SPHER-I-
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369 []@textrm See also SPHER-I-CAL[]HANKEL1, SPHER-I-CAL[]BESSEL[]J, and SPHER-I-
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379 [111]) Chapter 17 [112] (Limits.texi) Chapter 18 [113] [114]
380 (Differentiation.texi [115] [116] [117] [118] [119]) Chapter 19 [120]
381 (Integration.texi [121]
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383 []@textrm DEFinite IN-Te-gra-tion, the same as IN-TE-GRATE(exp,var,low,high).
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396 @textrm uses sym-bolic meth-ods, if you wish to use a nu-mer-i-cal method try
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408 []@textrm then the reg-u-lar in-te-gra-tion pro-gram will be in-voked if the s
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421 @textrm ERRINTSCE[TRUE] is TRUE. If it is FALSE then INTSCE will err
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431 [123] [124] [125] [126] [127] [128] [129]) Chapter 20 [130] (Equations.texi
432 [131] [132] [133] [134]
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434 []@textrm There is an op-tion ROOTSCON-MODE (de-fault value TRUE), af-fect-ing
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447 []@textrm - The IMSL ZR-POLY rou-tine for find-ing the ze-ros of sim-ple poly-
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458 [137]) Chapter 21 [138] (Differential.texi
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460 []@texttt If initial conditions at 0 are known, they should be supplied before
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471 [139] [140]) Chapter 22 [141] [142] (Numerical.texi
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473 @textrm of Romberg in-te-gra-tion is now avail-able in Mac-syma. For doc-u-men-
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486 []@texttt | / B | [ | / B
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499 []@texttt | [ | [ | [
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512 []@texttt | I F(x)dx - DCADRE | <= max [ ROMBERG_AERR, ROMBERG_RERR * | I F(
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525 []@texttt | ] | [ | ]
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538 []@texttt | / A | [ | / A
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549 [144] [145] [146] [147] [148]) Chapter 23 [149] [150] (Statistics.texi)
550 Chapter 24 [151] [152] (Arrays.texi [153] [154]) Chapter 25 [155] [156]
551 (Matrices.texi [157] [158] [159] [160] [161] [162]
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553 @textrm from scratch by EX-PAND(ADJOINT(mat))/EXPAND(DETERMINANT(mat)).
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565 @textrm IN-VERT(mat):=ADJOINT(mat)/DETERMINANT(mat). See also DE-
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578 []@texttt EXPANDDIV, EXPANDDIVPLUS, EXPANDDIVPROD, EXPANDCURL, EXPANDCURLPLUS,
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589 [166]) Chapter 26 [167] [168] (Affine.texi [169] [170]) Chapter 27 [171]
590 [172] (Tensor.texi [173] [174] [175]) Chapter 28 [176] (Ctensor.texi [177]
591 [178] [179]) Chapter 29 [180] (Series.texi [181] [182] [183] [184] [185])
592 Chapter 30 [186] (Number.texi [187] [188] [189] [190]) Chapter 31 [191]
593 [192] (Symmetries.texi [193] [194]
594 Overfull \hbox (15.10587pt too wide) in paragraph at lines 136--136
595 [] @texttt 2 2 3 2 2 2 2 2 3 2 2
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606 [195] [196] [197] [198]
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608 []@textrm CONTRACT, CONT2PART, EX-PLOSE, PART2CONT, PART-POL, TCON-
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618 [199] [200] [201] [202] [203] [204] [205]
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620 [] @texttt 10 9 8 7 6
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633 []@texttt X - 40 X + 4080 X - 92928 X + 3772160 X + 37880832 X + 93392896
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646 [] @texttt 15 12 11 10 9 8 7 6
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659 []@textrm CONTRACT, CONT2PART, EX-PLOSE, PART2CONT, PART-POL, TCON-
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669 ) Chapter 32 [210] (Groups.texi [211]) Chapter 33 [212] (Runtime.texi [213]
670 [214]) Chapter 34 [215] [216] (Miscellaneous.texi [217] [218] [219] [220])
671 Chapter 35 [221] [222] (Rules.texi [223]
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673 [] @texttt This has caused the function LINEAR(exp,var1) to be defined. It
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686 []@textrm LETRAT[FALSE] when FALSE, LET-SIMP will sim-plify the nu-mer-a-tor a
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697 [225] [226] [227]) Chapter 36 [228] (Lists.texi [229] [230]) Chapter 37
698 [231] [232] (Function.texi [233] [234] [235] [236] [237] [238] [239] [240]
699 [241] [242] [243] [244]) Chapter 38 [245] [246] (Program.texi [247] [248]
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701 [] @texttt IF Y=0.0 THEN ERROR("Derivative at:",GUESS," is zero."),
704 @hbox(7.60416+1.52081)x433.62
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712 [249] [250] [251] [252]) Chapter 39 [253] [254] (Debugging.texi
713 Overfull \hbox (26.43913pt too wide) in paragraph at lines 45--45
714 []@texttt Maxima 5.5 Wed Apr 18 19:02:00 CDT 2001 (with enhancements by W. Sch
717 @hbox(7.60416+2.43333)x433.62
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725 [255] [256] [257]) Chapter 40 [258] (Indices.texi Appendix @char 65 [259]
726 [260] (maxima.fns [261] [262] [263] [264] [265] [266] [267] [268] [269]
727 [270])) [271] [272] (maxima.toc [-1]) [-2] (maxima.toc [-3] [-4] [-5]) [-6]
729 (@end occurred inside a group at level 1)
730 Here is how much of TeX's memory you used:
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739 Output written on maxima.dvi (281 pages, 1002372 bytes).