46D006 |
^LIMIText
|
|
46E006 |
^REWRITEIFINF
|
|
46F006 |
^SYMTAYLOR
|
( symb id %/z → symb )
Taylor series expansion around point 0
(McLaurin's series) with regard to given
variable, and of the given order.
|
470006 |
^SYMPAPRX
|
|
471006 |
^TRUNCDL
|
( DL-l reste-l → truncated_DL )
Series expansion truncation.
|
472006 |
^LIMSERIES!
|
( expression X=a|X %|zint → )
a lim DL-l rest-l num-l/deno-l equiv-l lvar #
Series expansion.
#=1 for X=a-h or X=-1/h.
|
473006 |
^LIMITX!
|
|
474006 |
^LIMITNOVX!
|
|
475006 |
^LIMERR0!
|
|
476006 |
^LIMERR1!
|
|
477006 |
^LIMIT!
|
( symb → DL-l reste-l num-l/deno-l equiv.-l lim. lvar flag )
lim. = { symf direction }
|
478006 |
^LIMSTEP1!
|
( symb → { DL-l reste-l num-l/deno-l equiv.-l } flag )
|
479006 |
^LIMSTEP2!
|
|
47A006 |
^LIMSTEP3!
|
|
47B006 |
^LIMSTEP4!
|
|
47C006 |
^LIMLIM!
|
( # lvar equiv-l → lvar lim )
|
47D006 |
^n{}N
|
|
47E006 |
^LIMLIM1!
|
|
47F006 |
^LIMCMPL!
|
( reste-1-l reste-2-l → reste-l )
|
480006 |
^LIMEQUFR!
|
( n/d # → n/d-l equiv % )
|
481006 |
^LIMEQU!
|
( {} # → {} / {}-equiv-l {}-equiv-l { # # # } )
|
482006 |
^LIMEQU0!
|
|
483006 |
^LIM+-!
|
( DL1...DLn #n op → DL flag )
DL = { DL-l reste-l num-l/deno-l equiv-l }.
|
484006 |
^LIMERR10!
|
|
485006 |
^LIMNEG!
|
|
486006 |
^LIMRAC!
|
Racine carree, donc independant de x.
|
487006 |
^LIMINV!
|
|
488006 |
^LIM/!
|
|
489006 |
^LIMPOW!
|
|
48A006 |
^LIMSQ!
|
|
48B006 |
^LIM*!
|
|
48C006 |
^LIMDIVPC!
|
( #ordre num-l deno-l → num-l deno-l )
|
48D006 |
^DIVPC!
|
|
48E006 |
^LIMPROFEND!
|
( num deno #prof → num deno )
|
48F006 |
^LIMPROF!
|
|
490006 |
^LIM%#!
|
( num-l deno-l {%...%} → num-l' deno-l' #prof {%...%} )
|
491006 |
^LIMPROF0!
|
|
492006 |
^LIMPROF1!
|
|
493006 |
^LIMPROF2!
|
|
494006 |
^LIMINVLN!
|
Operator INV[-LN].
|
495006 |
^LIMLN!
|
Operator LN.
|
496006 |
^LIMEXP!
|
|
497006 |
^LIMSINCOS!
|
|
498006 |
^LIMATAN!
|
|
499006 |
^LIMASIN!
|
|
49A006 |
^LIMSQRT!
|
|
49B006 |
^LIMFLOOR!
|
|
49C006 |
^LIMABS!
|
|
49D006 |
^LPROF!
|
|
49E006 |
^LIM#VARX!
|
( lvar lvar → #varx )
|
49F006 |
^LIMBETA!
|
|
4A0006 |
^LIMALPHA!
|
|
4A1006 |
^HORNEXP!
|
( lim lvar X-l reste-l → lvar DL reste-l )
|
4A2006 |
^HORNCOS!
|
|
4A3006 |
^HORNSIN!
|
|
4A4006 |
^LIMSC0!
|
|
4A5006 |
^LIMSC1!
|
|
4A6006 |
^HORNATAN!
|
|
4A7006 |
^LIMATAS!
|
|
4A8006 |
^HORNASIN!
|
|
4A9006 |
^HORNASIN1!
|
|
4AA006 |
^HORNLN!
|
|
4AB006 |
^LNOBJ!
|
|
4AC006 |
^NEWLIMHORN
|
|
4AD006 |
^LIMHORN!
|
|
4AE006 |
^LRDM!
|
|
4AF006 |
^LIMDL!
|
|
4B0006 |
^LIMDLINF!
|
|
4B1006 |
^LIMINFSIGN!
|
|
4B2006 |
^LIMMAX!
|
|
4B3006 |
^LIMCOMP!
|
|
4B4006 |
^VARCOMP2!
|
|
4B5006 |
^LIMSORT!
|
|
4B6006 |
^VARCOMP!
|
( var1 var2 → flag )
|
4B7006 |
^VARCOMPLN!
|
|
4B8006 |
^VARCOMP3!
|
|
4B9006 |
^VARCOMP31!
|
|
4BA006 |
^VARCOMP32!
|
( var → 0: )
|
4BB006 |
^VARCOMP33!
|
|
4BC006 |
^LIMERR6!
|
|
4BD006 |
^LIMVALOBJ!
|
( ob lvar → symb )
|
4BE006 |
^LIMVAL!
|
( ob → coeff val )
|
4BF006 |
^EQUIV!
|
( {} lequiv → equiv ordre )
|
4C0006 |
^LVARXNX2!
|
( ob → ob lvarx lvarnx )
|
4C1006 |
^SIMP1!
|
|
4C2006 |
^FindCurVar
|
( symb → symb )
Sets a new current var if needed.
|
4C3006 |
^LIMVAR!
|
( symb → symb lvar )
|
4C4006 |
^VAR%
|
|
15C006 |
^RISCH13
|
( {}/{}' → {}" )
Assuming {}' has length 1, divides all
elements of {} by this element. Used by
RISCHext and by SERIES to have a nicer output
of series.
|