ASCIIMath Reference

This document is a symbol reference for the ASCIIMath language.

For a more tutorial-style approach, try this site.

Basic Operations

Relations

Calculus

Symbols

Type	See
+	`+`
-	`-`
+-	`+-`
*	`*`
**	`**`
-:	`-:`
1/2	`1/2`
1//2	`1//2`
xx	`xx`
3^4	`3^4`
f@g	`f@g`
sqrt(5)	`sqrt(5)`
root(3)(5)	`root(3)(5)`
sin^-1(x)	`sin^-1(x)`

Type	See
!=	`!=`
< or lt	`lt`
> or gt	`gt`
<= or leq	`leq`
>= or geq	`geq`
in	`in`
-=	`-=`
~=	`~=`
~~	`~~`
rarr	`rarr`
->	`->`
=>	`=>`
iff	`iff`

Type	See
int	`int`
int_3^5	`int_3^5`
sum	`sum`
sum_(i=0)^oo	`sum_(i=0)^oo`
lim_(x->2^+)	`lim_(x->2^+)`
oint	`oint`
del	`del`
grad	`grad`
oo	`oo`

Type	See
4^@	`4^@`
O/	`O/`
/_	`/_`
RR	`RR`
bb A	`bb A`
bbb A	`bbb A`
hat x	`hat x`
bar x	`bar x`
vec x	`vec x`
dot x	`dot x`
(: 4,2 :)	`(: 4,2 :)`
[(1,2),(3,4)]	`[(1,2),(3,4)]`
{(x,x lt 1), (2,x ge 1):}	`{(x,x lt 1),(2,x ge 1) :}`

Greek letters: alpha `alpha` beta `beta` chi `chi` delta `delta` Delta `Delta` epsilon `epsilon` varepsilon `varepsilon` eta `eta` gamma `gamma` Gamma `Gamma` iota `iota` kappa `kappa` lambda `lambda` Lambda `Lambda` mu `mu` nu `nu` omega `omega` Omega `Omega` phi `phi` varphi `varphi` Phi `Phi` pi `pi` Pi `Pi` psi `psi` Psi `Psi` rho `rho` sigma `sigma` Sigma `Sigma` tau `tau` theta `theta` vartheta `vartheta` Theta `Theta` upsilon `upsilon` xi `xi` Xi `Xi` zeta `zeta`

For more examples and full syntax details, please visit ASCIIMath's website. ASCIIMathML was developed by Peter Jipsen, Chapman University.