readline        @A (too) short introduction to readline@2
edit            @A (too) short introduction to readline@2
?               @?@2
??              @?@2
\\              @\bs\bs@2
\a              @\b{a}@2
\b              @\b{b}@2
\c              @\b{c}@2
\d              @\b{d}@2
\e              @\b{e}@2
\g              @\b{g}@2
\gf             @\b{gf}@2
\gm             @\b{gm}@2
\h              @\b{h}@2
\k              @\b{k}@2
\l              @\b{l}@2
\m              @\b{m}@2
\p              @\b{p}@2
\o              @\b{o}@2
\ps             @\b{ps}@2
\q              @\b{q}@2
\r              @\b{r}@2
\s              @\b{s}@2
\t              @\b{t}@2
\u              @\b{u}@2
\um             @\b{um}@2
\v              @\b{v}@2
\w              @\b{w}@2
\x              @\b{x}@2
\y              @\b{y}@2
#               @\#@2
##              @\#\#@2
operator        @GP operators@2
and             @&&@3
or              @&&@3
not             @&&@3
t_INT           @Integers@2
INT             @Integers@2
integer         @Integers@2
REAL            @Real numbers@2
real number     @Real numbers@2
INTMOD          @Integermods@2
intmod          @Integermods@2
FRAC            @Rational numbers@2
fraction        @Rational numbers@2
rational        @Rational numbers@2
FRACN           @Rational numbers@2
COMPLEX         @Complex numbers@2
complex         @Complex numbers@2
PADIC           @$p$-adic numbers@2
padic           @$p$-adic numbers@2
QUAD            @Quadratic numbers@2
quadratic       @Quadratic numbers@2
POLMOD          @Polmods@2
polmod          @Polmods@2
POL             @Polynomials@2
polynomial      @Polynomials@2
SER             @Power series@2
RFRAC           @Rational functions@2
RFRACN          @Rational functions@2
RFRACN          @Rational functions@2
QFR             @Binary quadratic forms of positive or negative discriminant@2
QFI             @Binary quadratic forms of positive or negative discriminant@2
VEC             @Row and column vectors@2
COL             @Row and column vectors@2
MAT             @Matrices@2
LIST            @Lists@2
STR             @Strings@2
local           @User defined functions@2
user defined    @User defined functions@2
user defined function @User defined functions@2
member function @Member functions@2
member          @Member functions@2
'               @deriv
\               @\bs
\/              @\bs/
^               @\pow
!               @factorial
~               @mattranspose
-               @+
%               @\%
++              @GP operators@2
--              @GP operators@2
-=              @GP operators@2
+=              @GP operators@2
*=              @GP operators@2
/=              @GP operators@2
%=              @GP operators@2
\/=             @GP operators@2
>>=             @GP operators@2
<<=             @GP operators@2
<<              @shift
>>              @shift
<>              @Comparison and boolean operators
+/-             @+$/$-
min             @max
emacs           @Using GP under GNU Emacs@2
Emacs           @Using GP under GNU Emacs@2
0               @Functions and Operations Available in PARI and GP
1               @Standard monadic or dyadic operators
2               @Conversions and similar elementary functions or commands
3               @Transcendental functions
4               @Arithmetic functions
5               @Functions related to elliptic curves
6               @Functions related to general number fields
7               @Polynomials and power series
8               @Vectors, matrices, linear algebra and sets
9               @Sums, products, integrals and similar functions
10              @Plotting functions
11              @Programming in GP
ell             @Functions related to elliptic curves
nf              @Number field structures
bnf             @Number field structures
bnr             @Number field structures
rnf             @Relative extensions
ideal           @Algebraic numbers and ideals
idele           @Algebraic numbers and ideals
component       @components of a PARI object
modulus         @Class field theory
CFT             @Class field theory
bid             @Class field theory