Asciimath cheatsheet

Ming Sun

Ming Sun / October 19, 2022

15 min read––– views

Commonly used syntax

Syntax    See    Syntax    See    
+
`+`
2/3
`2/3`
*
`*`
2^3
`2^3`
**
`**`
sqrt (x*y)
`sqrt (x*y)`
//
`//`
root(y)(x)
`root(y)(x)`
backslash
`backslash`
int
`int`
xx
`xx`
del
`del`
div
`div`
grad
`grad`
@
`@`
+-
`+-`
sum
`sum`
oo
`oo`
prod
`prod`
therefore
`therefore`
Syntax    See    Syntax    See    
because
`because`
in
`in`
angle
`angle`
!in
`!in`
triangle
`triangle`
sub
`sub`
diamond
`diamond`
sup
`sup`
square
`square`
-=
`-=`
AA
`AA`
~=
`~=`
hi
`hi`
~~
`~~`
!=
`!=`
prop
`prop`
<=
`<=`
=>
`=>`
>=
`>=`
(:
`(:`
Syntax    See    Syntax    See    
:)
`:)`
darr
`darr`
<<
`<<`
rarr
`rarr`
>>
`>>`
->
`->`
{: x )
`{: x )`
larr
`larr`
( x :}
`( x :}`
harr
`harr`
abs(x)
`abs(x)`
rArr
`rArr`
floor(x)
`floor(x)`
lArr
`lArr`
ceil(x)
`ceil(x)`
hArr
`hArr`
norm(vecx)
`norm(vecx)`
hat x
`hat x`
uarr
`uarr`
bar x
`bar x`
Syntax    See    Syntax    See    
ul x
`ul x`
alpha
`alpha`
vec x
`vec x`
beta
`beta`
tilde x
`tilde x`
gamma
`gamma`
dot x
`dot x`
delta
`delta`
ddot x
`ddot x`
epsilon
`epsilon`
ubrace(1+2)
`ubrace(1+2)`
varepsilon
`varepsilon`
obrace(1+2)
`obrace(1+2)`
zeta
`zeta`
ceil(x)
`ceil(x)`
eta
`eta`
color(red)(x)
`color(red)(x)`
theta
`theta`
cancel(x)
`cancel(x)`
Delta
`Delta`
Syntax    See    Syntax    See    
lambda
`lambda`
varphi
`varphi`
mu
`mu`
psi
`psi`
xi
`xi`
omega
`omega`
pi
`pi`
Psi
`Psi`
rho
`rho`
Omega
`Omega`
sigma
`sigma`
bb "AaBbCc"
`bb "AaBbCc"`
Sigma
`Sigma`
bbb "AaBbCc"
`bbb "AaBbCc"`
tau
`tau`
tt "AaBbCc"
`tt "AaBbCc"`
phi
`phi`
sf "AaBbCc"
`sf "AaBbCc"`
Phi
`Phi`
Delta
`Delta`
Syntax    See    Syntax    See    
sin(x)
`sin(x)`
ln(x)
`ln(x)`
cos(x)
`cos(x)`
mod(x)
`mod(x)`
tan(x)
`tan(x)`
min(x)
`min(x)`
arcsin(x)
`arcsin(x)`
max(x)
`max(x)`
arccos(x)
`arccos(x)`
f(x)
`f(x)`
arctan(x)
`arctan(x)`
g(x)
`g(x)`
sinh(x)
`sinh(x)`
log(x)
`log(x)`
cosh(x)
`cosh(x)`
exp(x)
`exp(x)`

Examples

[[a,b],[c,d]]
`[[a,b],[c,d]]`
((a),(b))
`((a),(b))`
[[a,b,|,c],[d,e,|,f]]
`[[a,b,|,c],[d,e,|,f]]`
{(2x,+,17y,=,23),(x,-,y,=,5):}
`{(2x,+,17y,=,23),(x,-,y,=,5):}`
lim_(N->oo) sum_(i=0)^N
`lim_(N->oo) sum_(i=0)^N`
int_0^1 f(x)dx
`int_0^1 f(x)dx`
f'(t) = (dv)/(dt)
`f'(t) = (dv)/(dt)`
ubrace(1+2+3+4)_("4 terms")
`ubrace(1+2+3+4)_("4 terms")`
obrace(1+2+3+4)^("4 terms")
`obrace(1+2+3+4)^("4 terms")`

References


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