ASCIIMath symbols

From Privateer

List of ASCIIMath Symbols

Greek symbols
Name	syntax	Rendering
alpha	alpha	$α$
beta	beta	$β$
chi	chi	$χ$
delta	delta	$δ$
Delta	Delta	$Δ$
epsilon	epsilon	$ε$
varepsilon	varepsilon	$ɛ$
eta	eta	$η$
gamma	gamma	$γ$
Gamma	Gamma	$Γ$
iota	iota	$ι$
kappa	kappa	$κ$
lambda	lambda	$λ$
Lambda	Lambda	$Λ$
mu	mu	$μ$
nu	nu	$ν$
omega	omega	$ω$
Omega	Omega	$Ω$
phi	phi	$φ$
varphi	varphi	$ϕ$
Phi	Phi	$Φ$
pi	pi	$π$
Pi	Pi	$Π$
psi	psi	$ψ$
Psi	Psi	$Ψ$
rho	rho	$ρ$
sigma	sigma	$σ$
Sigma	Sigma	$Σ$
tau	tau	$τ$
theta	theta	$θ$
vartheta	vartheta	$ϑ$
Theta	Theta	$Θ$
upsilon	upsilon	$υ$
xi	xi	$ξ$
Xi	Xi	$Ξ$
zeta	zeta	$ζ$

Name	syntax	Rendering
Binary operation symbols
+	+	$+$
*	*	$\cdot$
**	**	$⋆$
//	//	$/$
\\\\	\\\\	$\ \$
xx	xx	$\times$
-:	-:	$\div$
@	@	$\circ$
o+	o+	$\oplus$
ox	ox	$\otimes$
sum	sum	$\sum$
prod	prod	$\prod$
^^	^^	$\land$
^^^	^^^	$⋀$
vv	vv	$\lor$
vvv	vvv	$⋁$
nn	nn	$\cap$
nnn	nnn	$\cdot$
uu	uu	$\cup$
uuu	uuu	$⋃$
Binary relation symbols
!=	!=	$\neq$
:=	:=	$:=$
<	<	$<$
lt	lt	$<$
<=	<=	$\leq$
lt=	lt=	$\leq$
le	le	$\leq$
>	>	$>$
>=	>=	$\geq$
qeq	qeq	$\geq$
-<	-<	$≺$
-lt	-lt	$≺$
>-	>-	$≻$
in	in	$\in$
!in	!in	$\notin$
sub	sub	$\subset$
sup	sup	$\supset$
sube	sube	$\subseteq$
supe	supe	$\supseteq$
-=	-=	$\equiv$
~=	~=	$≅$
~~	~~	$\approx$
prop	prop	$\propto$

//

Name	syntax	Rendering
set relations
cup	cup	$\cup$
cap	cap	$\cap$
Logical symbols
and	and	$and$
or	or	$or$
not	not	$\neg$
=>	=>	$\Rightarrow$
if	if	$if$
iff	iff	$\Leftrightarrow$
<=>	<=>	$\Leftrightarrow$
AA	AA	$\forall$
EE	EE	$\exists$
_\|_	_\|_	$⊥$
TT	TT	$⊤$
\|-	\|-	$⊢$
\|=	\|=	$⊨$
Miscellaneous symbols
int	int	$\int$
int	int	$\int$
dx	dx	$d x$
dy	dy	$d y$
dz	dz	$d z$
dt	dt	$d t$
oint	oint	$\oint$
del	del	$d e l$ (note: removed since it's conflicting with delta)
grad	grad	$\nabla$
+-	+-	$\pm$
O/	O/	$\emptyset$
oo	oo	$\infty$
aleph	aleph	$ℵ$
...	...	$...$
~	~
\\	\\	$\$
quad	quad
qquad	qquad
cdots	cdots	$\dots$
vdots	vdots	$⋮$
ddots	ddots	$\partial o t s$
diamond	diamond	$⋄$
square	square	$□$
\|_	\|_	$⌊$
_\|	_\|	$⌋$
\|~	\|~	$⌈$
~\|	~\|	$⌉$
CC	CC	$ℂ$
NN	NN	$ℕ$
QQ	QQ	$ℚ$
RR	RR	$ℝ$
ZZ	ZZ	$ℤ$

Name	syntax	Rendering
Standard functions
lim	lim	$lim$
Lim	Lim	$Lim$
sin	sin	$sin$
cos	cos	$cos$
tan	tan	$tan$
sinh	sinh	$sinh$
cosh	cosh	$cosh$
tanh	tanh	$tanh$
cot	cot	$cot$
sec	sec	$sec$
csc	csc	$cosec$
coth	coth	$coth$
sech	sech	$sech$
csch	csch	$cosech$
log	log	$log$
ln	ln	$ln$
det	det	$det$
dim	dim	$dim$
mod	mod	$mod$
gcd	gcd	$gcd$
lcm	lcm	$lcm$
lub	lub	$lub$
glb	glb	$glb$
min	min	$min$
max	max	$max$
exp	exp	$e$
Arrows
uarr	uarr	$↑$
darr	darr	$↓$
rarr	rarr	$\to$
->	->	$\to$
\|->	\|->	$\mapsto$
larr	larr	$\leftarrow$
harr	harr	$\leftrightarrow$
rArr	rArr	$\Rightarrow$
lArr	lArr	$\Leftarrow$
hArr	hArr	$\Leftrightarrow$

Name	syntax	Rendering
Commands with argument
sqrt	sqrt x	$\sqrt{x}$
root	root a b	$\sqrt[a]{b}$
frac	frac a b	$\frac{a}{b}$
/	a/b	$\frac{a}{b}$
_	a_b	$a_{b}$
^	a^b	$a^{b}$
hat	hat	$\hat{x}$
bar	bar(x)	$\bar{x}$
vec	vec(x)	$\vec{x}$
dot	dot(x)	$\dot{x}$
ddot	ddot(x)	$\partial o t (x)$
ul	ul(x)	$\underset{̲}{x}$
avec	avec(x)	$\underset{~}{x}$
text	text(x)	$x$
mbox	mbox(x)	$x$
stackrel	stackrel	$\overset{a}{b}$
Grouping brackets
(	(	$(\frac{1}{x})$
)	)	$(\frac{1}{x})$
[	[	$[\frac{1}{x}]$
]	]	$[\frac{1}{x}]$
{	{	${\frac{1}{x}}$
}	}	${\frac{1}{x}}$
(:	(:	$〈 \frac{1}{x} 〉$
:)	:)	$〈 \frac{1}{x} 〉$
{:	{:	$\frac{1}{x}$
:}	:}	$\frac{1}{x}$
<<	<<	$〈 \frac{1}{x} 〉$
>>	>>	$〈 \frac{1}{x} 〉$

Retrieved from "http://web.pdx.edu/~srhill/mth4xx/index.php/ASCIIMath_symbols"

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