2.11.2 Mathematical Operations
55F2B |
(SYM+O)
|
|
55F44 |
(O+SYM)
|
|
55F5D |
(SYM+)
|
|
55F76 |
(SYM-O)
|
|
55F85 |
(O-SYM)
|
|
55F8F |
(SYM-)
|
|
55FC1 |
(SYM*O)
|
|
55FDA |
(O*SYM)
|
|
55FF3 |
(SYM*)
|
|
5600C |
(SYM/O)
|
|
56025 |
(O/SYM)
|
|
5603E |
(SYM/)
|
|
55EE0 |
(SYM^O)
|
|
55EF9 |
(O^SYM)
|
|
55F12 |
(SYM^)
|
|
56057 |
(SYM%MOD)
|
|
56070 |
(%SYMMOD)
|
|
56089 |
(SYMMOD)
|
|
55E95 |
(SYM%MIN)
|
|
55EAE |
(%SYMMIN)
|
|
55EC7 |
(SYMMIN)
|
|
55E4A |
(SYM%MAX)
|
|
55E63 |
(%SYMMAX)
|
|
55E7C |
(SYMMAX)
|
|
55C3D |
(SYM%%OF)
|
|
55C56 |
(%SYM%OF)
|
|
55C6F |
(SYM%OF)
|
|
55C88 |
(SYM%%CH)
|
|
55CA1 |
(%SYM%CH)
|
|
55CBA |
(SYM%CH)
|
|
55CD3 |
(SYM%%T)
|
|
55CEC |
(%SYM%T)
|
|
55D05 |
(SYM%T)
|
|
55D1E |
(SYM%COMB)
|
|
55D37 |
(%SYMCOMB)
|
|
55D50 |
(SYMCOMB)
|
|
55D69 |
(SYM%PERM)
|
|
55D82 |
(%SYMPERM)
|
|
55D9B |
(SYMPERM)
|
|
55DB4 |
(SYM%RND)
|
|
55DCD |
(SYMRND)
|
|
55DE6 |
(RNDSYM)
|
|
55DFF |
(SYM%TRNC)
|
|
55E18 |
(TRCNYM)
|
|
55E31 |
(SYMTRCN)
|
|
560A2 |
(SYM%XROOT)
|
|
560BB |
(%SYMXROOT)
|
|
560D4 |
(SYMXROOT)
|
|
54EEB |
(SYMNEG)
|
|
54F04 |
(SYMABS)
|
|
54F68 |
(SYMSIGN)
|
|
54F36 |
(SYMINV)
|
|
5518E |
(SYMIP)
|
|
551A7 |
(SYMFP)
|
|
551C0 |
(SYMFLOOR)
|
|
551D9 |
(SYMCEIL)
|
|
5520B |
(SYMMANT)
|
|
551F2 |
(SYMEXPONENT)
|
|
54AE0 |
(SYMRE)
|
|
54EB9 |
(SYMIM)
|
|
54F1D |
(SYMCONJ)
|
|
54ED2 |
(SYMNOT)
|
|
54F9A |
(SYMSQ)
|
|
54F81 |
(SYMSQRT)
|
|
54FB3 |
(SYMSIN)
|
|
54FCC |
(SYMCOS)
|
|
54FE5 |
(SYMTAN)
|
|
55049 |
(SYMASIN)
|
|
55062 |
(SYMACOS)
|
|
5507B |
(SYMATAN)
|
|
54FFE |
(SYMSINH)
|
|
55017 |
(SYMCOSH)
|
|
55030 |
(SYMTANH)
|
|
55094 |
(SYMASINH)
|
|
550AD |
(SYMACOSH)
|
|
550C6 |
(SYMATANH)
|
|
550F8 |
(SYMLN)
|
|
55143 |
(SYMLNP1)
|
|
550DF |
(SYMEXP)
|
|
5515C |
(SYMEXPM)
|
|
55111 |
(SYMLOG)
|
|
5512A |
(SYMALOG)
|
|
55175 |
(SYMFACT)
|
|
55224 |
(SYMD>R)
|
|
5523D |
(SYMR>D)
|
|
54F4F |
(SYMARG)
|
|
55256 |
(SYMUBASE)
|
|
5226F |
(SYMUVAL)
|
|
5599A |
(SYM%AND)
|
|
559B3 |
(%SYMAND)
|
|
559CC |
(SYMAND)
|
|
559E5 |
(SYM%OR)
|
|
559FE |
(%SYMOR)
|
|
55A17 |
(SYMOR)
|
|
55A30 |
(SYM%XOR)
|
|
55A49 |
(%SYMXOR)
|
|
55A62 |
(SYMXOR)
|
|
55A7B |
(SYMFLOAT==)
|
|
55AAD |
(SYM==)
|
|
55A94 |
(FLOATSYM==)
|
|
55AC6 |
(SYMFLOAT<>)
|
|
55ADF |
(FLOATSYM<>)
|
|
55AF8 |
(SYM<>)
|
|
55B11 |
(SYM%<)
|
|
55B2A |
(%SYM<)
|
|
55B43 |
(SYM<)
|
|
55B5C |
(SYM%>)
|
|
55B75 |
(%SYM>)
|
|
55B8E |
(SYM>)
|
|
55BA7 |
(SYM%<=)
|
|
55BC0 |
(%SYM<=)
|
|
55BD9 |
(SYM<=)
|
|
55BF2 |
(SYM%>=)
|
|
55C0B |
(%SYM>=)
|
|
55C24 |
(SYM>=)
|
|
56331 |
(Con+Meta)
|
|
56543 |
(Meta+Con)
|
|
56160 |
(Meta+)
|
|
56566 |
(Meta-Con)
|
|
56359 |
(Con-Meta)
|
|
56174 |
(Meta-)
|
|
56589 |
(Meta*Con)
|
|
56390 |
(Con*Meta)
|
|
561BA |
(Meta*)
|
|
565CF |
(Meta/Con)
|
|
563DB |
(Con/Meta)
|
|
56214 |
Meta/
|
|
5645D |
(Meta^Con)
|
|
562FA |
(Con^Meta)
|
|
5660B |
(MetamodCon)
|
|
5642B |
(ConmodMeta)
|
|
56250 |
(Metamod)
|
|
553D2 |
(MetaNEG)
|
|
555B2 |
(MetaABS)
|
|
553EB |
(MetaINV)
|
|
5542C |
(MetaRE)
|
|
55495 |
(MetaIM)
|
|
55567 |
(MetaCONJ)
|
|
555E9 |
(MetaSQ)
|
|
5533C |
(MetaSIN)
|
|
55378 |
(MetaCOS)
|
|
553A5 |
(MetaTAN)
|
|
5529C |
(MetaSINH)
|
|
552B0 |
(MetaCOSH)
|
|
552C4 |
(MetaTANH)
|
|
552D8 |
(MetaEXP)
|
|
55300 |
(MetaEXPM)
|
|
552EC |
(MetaALOG)
|
|
This document was generated
by Carsten Dominik on May, 30 2005
using texi2html