Testing latest pari + WASM + node.js... and it works?! Wow.
License: GPL3
ubuntu2004
readline @se:readline@2 edit @se: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 _++ @++ _-- @-- ++ @++ -- @-- += @\var{op}= _+=_ @\var{op}= -= @\var{op}= _-=_ @\var{op}= *= @\var{op}= _*=_ @\var{op}= /= @\var{op}= _\=_ @\var{op}= \= @\var{op}= _%=_ @\var{op}= %= @\var{op}= _\/=_ @\var{op}= \/= @\var{op}= _/=_ @\var{op}= +_ @+$/$- -_ @+$/$- _+_ @+ _-_ @- _*_ @* _/_ @/ _\_ @\bs _\/_ @\bs/ _%_ @\% _^_ @\pow && @Boolean operators || @Boolean operators _&&_ @Boolean operators _||_ @Boolean operators !_ @Boolean operators < @Comparison _<_ @Comparison > @Comparison _>_ @Comparison >= @Comparison _>=_ @Comparison _<=_ @Comparison == @Equality !== @Equality <> @Equality _<>_ @Equality === @Equality _==_ @Equality _!=_ @Equality _===_ @Equality !== @Equality _!==_ @Equality _! @factorial .. @Row and column vectors@2 _.._ @Row and column vectors@2 [] @Row and column vectors@2 operator @GP operators@2 and @Boolean operators or @Boolean operators not @Boolean operators 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 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 QFR @Binary quadratic forms@2 QFI @Binary quadratic forms@2 QFB @Binary quadratic forms@2 VEC @Row and column vectors@2 COL @Row and column vectors@2 MAT @Matrices@2 LIST @Lists@2 STR @Strings@2 VECSMALL @Small vectors@2 ERROR @Error contexts@2 e_SYNTAX @iferr@ e_BUG @iferr@ e_ALARM @iferr@ e_FILE @iferr@ e_MISC @iferr@ e_FLAG @iferr@ e_IMPL @iferr@ e_ARCH @iferr@ e_PACKAGE @iferr@ e_NOTFUNC @iferr@ e_PREC @iferr@ e_TYPE @iferr@ e_DIM @iferr@ e_VAR @iferr@ e_PRIORITY @iferr@ e_USER @iferr@ e_STACK @iferr@ e_OVERFLOW @iferr@ e_DOMAIN @iferr@ e_COMPONENT @iferr@ e_MAXPRIME @iferr@ e_CONSTPOL @iferr@ e_IRREDPOL @iferr@ e_COPRIME @iferr@ e_PRIME @iferr@ e_MODULUS @iferr@ e_ROOTS0 @iferr@ e_OP @iferr@ e_TYPE2 @iferr@ e_INV @iferr@ e_MEM @iferr@ e_SQRTN @iferr@ local @Variables and Scope@2 my @Variables and Scope@2 user defined @User defined functions@2 user defined function @User defined functions@2 member function @Member functions@2 member @Member functions@2 \ @\bs \/ @\bs/ ^ @\pow ~ @mattranspose % @\% << @shift >> @shift 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 @Programming in GP: control statements 2 @Standard monadic or dyadic operators 3 @Conversions and similar elementary functions or commands 4 @Combinatorics 5 @Arithmetic functions 6 @Polynomials and power series 7 @Vectors, matrices, linear algebra and sets 8 @Transcendental functions 9 @Sums, products, integrals and similar functions 10 @General number fields 11 @Associative and central simple algebras 12 @Elliptic curves 13 @$L$-functions 14 @Modular forms 15 @Modular symbols 16 @Plotting functions ell @Elliptic curves mf @Modular forms 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 modulus @Class field theory CFT @Class field theory bid @Class field theory prototype @GP prototypes, parser codes@5 Lmath @Data structures describing $L$ and theta functions Ldata @Data structures describing $L$ and theta functions Linit @Data structures describing $L$ and theta functions L-function @Data structures describing $L$ and theta functions character @Dirichlet characters