Plus

+

$$+1$$

Minus

-

$$-1$$

Plus/minus

+- or plusminus

$$\pm 1$$

Minus/plus

-+ or minusplus

$$\mp 1$$

Addition

<?> + <?>

$$A+B$$

Subtraction

<?> - <?>

$$A-B$$

Multiplication (Dot)

<?> cdot <?>

$$A\cdot B$$

Multiplication

<?> times <?>

$$A\times B$$

Multiplication (*)

<?> * <?>

$$A\ast B$$

Division (Fraction)

{<?>} over {<?>}

$$\frac{A}{B}$$

Frac (Fraction)

frac {<?>} {<?>}

$$\frac{A}{B}$$

Division

<?> div <?>

$$A÷B$$

Division (Slash)

<?> / <?> or <?> slash <?>

$$A/B$$

Division (Wideslash)

{<?>} wideslash {<?>}

$$\raisebox{1ex}{$A$}\!\left/ \!\raisebox{-1ex}{$B$}\right.$$

Division (Counter Wideslash)

<?> widebslash <?>

$$A\setminus B$$

Concatenate

<?> circ <?>

$$A\circ B$$

Boolean NOT

neg <?>

$$\neg A$$

Boolean AND

<?> and <?> or <?> & <?>

$$A\wedge B$$

Boolean OR

<?> or <?>

$$A\vee B$$

Backslash

<?> bslash <?>

$$A\setminus B$$

Slash in circle

<?> odivide <?>

$$A\oslash B$$

Small multiply symbol in circle

<?> odot <?>

$$A\odot B$$

Subtract symbol in circle

<?> ominus <?>

$$A\ominus B$$

Add symbol in circle

<?> oplus <?>

$$A\oplus B$$

Multiply symbol in circle

<?> otimes <?>

$$A\otimes B$$

User defined binary operator

<?> boper ????? <?>

$$AbB$$

User defined unary operator

uoper ????? <?>

$$uB$$

Is equal

<?> = <?>

$$A=B$$

Is not equal

<?> <> <?> or <?> neq <?>

$$A\ne B$$

Is less than

<?> < <?> or <?> lt <?>

$$A<B$$

Is less than or equal to

<?> <= <?>

$$A\le B$$

Is less than or equal to

<?> leslant <?>

$$A⩽B$$

Is greater than

<?> > <?> or <?> gt <?>

$$A>B$$

Is greater than or equal to

<?> >= <?>

$$A\ge B$$

Is greater than or equal to

<?> geslant <?>

$$A⩾B$$

Is much less than

<?> << <?> or <?> ll <?>

$$A\ll B$$

Is much greater than

<?> >> <?> or <?> gg <?>

$$A\gg B$$

Is approximately equal

<?> approx <?>

$$A\approx B$$

Is similar to

<?> sim <?>

$$A\sim B$$

Is similar to or equal

<?> simeq <?>

$$A\simeq B$$

Is congruent to

<?> equiv <?>

$$A\equiv B$$

Is proportional to

<?> prop <?>

$$A\propto B$$

Is parallel to

<?> parallel <?>

$$A\parallel B$$

Is orthogonal to

<?> ortho <?>

$$A\perp B$$

Divides

<?> divides <?>

$$A\mid B$$

Does not divide

<?> ndivides <?>

$$A\nmid B$$

Toward

<?> toward <?>

$$A\to B$$

Double arrow left

<?> dlarrow <?>

$$A\Leftarrow B$$

Double arrow left and right

<?> dlrarrow <?>

$$A\iff B$$

Double arrow right

<?> drarrow <?>

$$A\Rightarrow B$$

Precedes

<?> prec <?>

$$A\prec B$$

Succeeds

<?> succ <?>

$$A\succ B$$

Precedes or equal to

<?> preccurlyeq <?>

$$A\preccurlyeq B$$

Succeeds or equal to

<?> succcurlyeq <?>

$$A\succcurlyeq B$$

Precedes or equivalent to

<?> precsim <?>

$$A\precsim B$$

Succeeds or equivalent to

<?> succsim <?>

$$A\succsim B$$

Not precedes

<?> nprec <?>

$$A\nprec B$$

Not succeeds

<?> nsucc <?>

$$A\nsucc B$$

Definition

<?> def <?>

$$A\stackrel{\scriptscriptstyle\mathrm{def}}{=}B$$

Corresponding symbol image of

<?> transl <?>

$$A⊷B$$

Corresponding symbol original of

<?> transr <?>

$$A⊶B$$

Is in

<?> in <?>

$A\in B$

Is not in

<?> notin <?>

$A\notin B$

Owns

<?> owns <?> or <?> ni <?>

$A\ni B$

Intersection

<?> intersection <?>

$A\cap B$

Union

<?> union <?>

$A\cup B$

Difference

<?> setminus <?> or
<?> bslash <?>

$A\setminus B$

Quotient set (slash) between characters

<?> slash <?>

$A/B$

Subset

<?> subset <?>

$A\subset B$

Subset or equal to

<?> subseteq <?>

$A\subseteq B$

Superset

<?> supset <?>

$A\supset B$

Superset or equal to

<?> supseteq <?>

$A\supseteq B$

Not subset

<?> nsubset <?>

$A\not\subset B$

Not subset or equal to

<?> nsubseteq <?>

$A⊈B$

Not superset

<?> nsupset <?>

$A\not\supset B$

Not superset or equal to

<?> nsupseteq <?>

$A⊉B$

Empty set

emptyset

$\mathrm{\varnothing }$

Aleph (cardinal numbers)

aleph

$\mathrm{\aleph }$

Natural numbers set

setN

$\mathrm{\mathbb{N}}$

Integers set

setZ

$\mathrm{\mathbb{Z}}$

Set of rational numbers

setQ

$\mathrm{\mathbb{Q}}$

Real numbers set

setR

$\mathrm{ℝ}$

Complex numbers set

setC

$\mathrm{ℂ}$

Absolute value

abs{<?>}

$$\left|A\right|$$

Factorial

fact{<?>}

$$A!$$

Square root

sqrt{<?>}

$$\sqrt{A}$$

Nth root

nroot{<?>}{<?>}

$$\sqrt[A]{B}$$

Power

<?>^{<?>}

$$A^B$$

Natural exponential function

func e^{<?>}

$${\mathrm{e}}^A$$

Natural logarithm

ln(<?>)

$$\ln (A)$$

Exponential function

exp(<?>)

$$\exp (A)$$

Logarithm

log(<?>)

$$\log (A)$$

Sine

sin(<?>)

$$\sin (A)$$

Cosine

cos(<?>)

$$\cos (A)$$

Tangent

tan(<?>)

$$\tan (A)$$

Cotangent

cot(<?>)

$$\cot (A)$$

Hyperbolic sine

sinh(<?>)

$$\sinh (A)$$

Hyperbolic cosine

cosh(<?>)

$$\cosh (A)$$

Hyperbolic tangent

tanh(<?>)

$$\tanh (A)$$

Hyperbolic cotangent

coth(<?>)

$$\coth (A)$$

Inverse sine or arcsine

arcsin(<?>)

$$\arcsin (A)$$

Inverse cosine or arccosine

arccos(<?>)

$$\arccos (A)$$

Inverse tangent or arctangent

arctan(<?>)

$$\arctan (A)$$

Inverse cotangent or arccotangent

arccot(<?>)

$$\mathrm{arccot}(A)$$

Inverse or area hyperbolic sine

arsinh(<?>)

$$\mathrm{arsinh}(A)$$

Inverse or area hyperbolic cosine

arcosh(<?>)

$$\mathrm{arcosh}(A)$$

Inverse or area hyperbolic tangent

artanh(<?>)

$$\mathrm{artanh}(A)$$

Inverse or area hyperbolic cotangent

arcoth(<?>)

$$\mathrm{arcoth}(A)$$

Back epsilon

backepsilon

$$\mathrm{∍}$$

Subscript

<?> sub <?>

$$A_B$$

Limes

lim <?>

$$\lim A$$

Limes subscript bottom

lim from{<?>} <?>

$$\underset{A}{\lim }B$$

Limes superscript top

lim to{<?>} <?>

$$\stackrel{A}{\lim }B$$

Limes sup/sub script

lim from{<?>} to{<?>} <?>

$$\underset{A}{\overset{B}{\lim }}C$$

Limes inferior

liminf <?>

$$\mathrm{lim\; inf}A$$

Limes superior

limsup <?>

$$\mathrm{lim\; sup}A$$

Sum

sum <?>

$$\sum a$$

Sum subscript bottom

sum from{<?>} <?>

$$\sum _{A}B$$

Sum superscript top

sum to{<?>} <?>

$$\sum ^{A}B$$

Sum sup/sub script

sum from{<?>} to{<?>} <?>

$$\sum _A^{B}C$$

Product

prod <?>

$$\prod A$$

Product subscript bottom

prod from{<?>} <?>

$$\prod _{A}B$$

Product superscript top

prod to{<?>} <?>

$$\prod ^{A}B$$

Product sup/sub script

prod from{<?>} to{<?>} <?>

$$\prod _A^{B}C$$

Coproduct

coprod <?>

$$\coprod A$$

Coproduct subscript bottom

coprod from{<?>} <?>

$$\coprod _{A}B$$

Coproduct superscript top

coprod to{<?>} <?>

$$\coprod ^{A}B$$

Coproduct sup/sub script

coprod from{<?>} to{<?>} <?>

$$\coprod _A^{B}C$$

Integral

int <?>

$$\int A$$

Integral subscript bottom

int from{<?>} <?>

$$\underset{A}{\int }B$$

Integral superscript top

int to{<?>} <?>

$$\stackrel{A}{\int }B$$

Integral sup/sub script

int from{<?>} to{<?>} <?>

$$\underset{A}{\overset{B}{\int }}C$$

Double integral

iint <?>

$$\iint A$$

Double integral subscript bottom

iint from{<?>} <?>

$$\underset{A}{\iint }B$$

Double integral superscript top

iint to{<?>} <?>

$$\stackrel{A}{\iint }B$$

Double integral sup/sub script

iint from{<?>} to{<?>} <?>

$$\underset{A}{\overset{B}{\iint }}C$$

Triple integral

iiint <?>

$$\iiint A$$

Triple integral subscript bottom

iiint from{<?>} <?>

$$\underset{A}{\iiint }B$$

Triple integral superscript top

iiint to{<?>} <?>

$$\stackrel{A}{\iiint }B$$

Triple integral sup/sub script

iiint from{<?>} to{<?>}
<?>

$$\underset{A}{\overset{B}{\iiint }}C$$

Curve integral

lint <?>

$$\oint A$$

Curve integral subscript bottom

lint from{<?>} <?>

$$\underset{A}{\oint }B$$

Curve integral superscript top

lint to{<?>} <?>

$$\stackrel{A}{\oint }B$$

Curve integral sup/sub script

lint from{<?>} to{<?>} <?>

$$\underset{A}{\overset{B}{\oint }}C$$

Double curve integral

llint <?>

$$∯A$$

Double curve integral subscript bottom

llint from{<?>} <?>

$$\underset{A}{∯}B$$

Double curve integral superscript top

llint to{<?>} <?>

$$\stackrel{A}{∯}B$$

Double curve integral sup/sub script

llint from{<?>} to{<?>}
<?>

$$\underset{A}{\overset{B}{∯}}C$$

Triple curve integral

lllint <?>

$$∰A$$

Triple curve integral subscript bottom

lllint from{<?>} <?>

$$\underset{A}{∰}B$$

Triple curve integral superscript top

lllint to{<?>} <?>

$$\stackrel{A}{∰}B$$

Triple curve integral sup/sub script

lllint from{<?>} to{<?>} <?>

$$\underset{A}{\overset{B}{∰}}C$$

Acute accent

acute <?>

$\acute{A}$

Grave accent

grave <?>

$$\stackrel{`}{A}$$

Breve

breve <?>

$$\breve{A}$$

Circle

circle <?>

$$\mathring{A}$$

Dot

dot <?>

$$\dot{A}$$

Double dot

ddot <?>

$\ddot{A}$

Triple dot

dddot <?>

$\stackrel{⃛}{A}$

Line above

bar <?>

$\overline{A}$

Vector arrow

vec <?>

$\vec{A}$

Harpoon

harpoon <?>

$$\stackrel{⃑}{A}$$

Tilde

tilde <?>

$\tilde{A}$

Circumflex

hat <?>

$\widehat{A}$

Reverse circumflex

check <?>

$$\check{A}$$

Large vector arrow

widevec {<?>}

$\overrightarrow{\mathit{AB}}$

Large harpoon

wideharpoon <?>

$$\stackrel{⃑}{\mathit{AB}}$$

Large tilde

widetilde {<?>}

$\widetilde{\mathit{AB}}$

Large circumflex

widehat {<?>}

$\widehat{\mathit{AB}}$

Line over

overline {<?>}

$\overline{\mathit{AB}}$

Line below

underline {<?>}

$\underline{\mathit{AB}}$

Line through

overstrike {<?>}

$\sout{\mathit{AB}}$

Transparent (blank placeholder to create space)

phantom {<?>}

$$A\phantom{\mathrm{...}}B$$

Bold font

bold <?>

$$\mathit{AB}$$

Not bold font

nbold <?>

$$\mathit{AB}$$

Italic font

ital <?> or italic <?>

$$\mathit{AB}$$

Not italic font

nitalic <?>

$$\mathrm{AB}$$

Resize

size <?> {<?>}

$$\mathit{AB}$$

Change font

font <?> {<?>}

$$\mathit{AB}$$

Operation

Markup language

Example formula

Color aqua (same as cyan)

color aqua {<?>}

$$\mathit{AB}$$

Color black

color black {<?>}

$$\mathit{AB}$$

Color blue

color blue {<?>}

$$\mathit{AB}$$

Color coral

color coral {<?>}

$$\mathit{AB}$$

Color crimson

color crimson {<?>}

$$\mathit{AB}$$

Color cyan

color cyan {<?>}

$$\mathit{AB}$$  

Color fuchsia (same as magenta

Color fuchsia {<?>}

$$\mathit{AB}$$

Color gray

color gray {<?>}

$$\mathit{AB}$$

Color green

color green {<?>}

$$\mathit{AB}$$

Color hotpink

color hotpink {<?>}

$$\mathit{AB}$$

Color indigo

color indigo {<?>}

$$\mathit{AB}$$

Color lavender

color lavender {<?>}

$$\mathit{AB}$$

Color lime

color lime {<?>}

$$\mathit{AB}$$

Color magenta

color magenta {<?>}

$$\mathit{AB}$$

Color maroon

color maroon {<?>}

$$\mathit{AB}$$

Color midnight

color midnightblue {<?>}

$$\mathit{AB}$$

Color navy

color navy {<?>}

$$\mathit{AB}$$

Color olive

color olive {<?>}

$$\mathit{AB}$$

Color orange

color orange {<?>}

$$\mathit{AB}$$

Color orangered

color orangered {<?>}

$$\mathit{AB}$$

Color purple

color purple {<?>}

$$\mathit{AB}$$

Color red

color red {<?>}

$$\mathit{AB}$$

Color seagreen

color seagreen {<?>}

$$\mathit{AB}$$

Color silver

color silver {<?>}

$$\mathit{AB}$$

Color teal

color teal {<?>}

$$\mathit{AB}$$

Color violet

color violet {<?>}

$$\mathit{AB}$$

Color yellow

color yellow {<?>}

$$\mathit{AB}$$

Hexadecimal colors

color hex 000000 {<?>}

$$\mathit{AB}$$

RGB colors

color rgb R G B {<?>}

$$\mathit{AB}$$

Group brackets (not displayed in formula)

{<?>}

$$\mathit{AB}$$

Round brackets

(<?>)

$$(\mathit{AB})$$

Left round bracket only

\(<?>

$$(A$$

Right round bracket only

<?>\)

$$A)$$

Square brackets

[<?>]

$$[\mathit{AB}]$$

Left square bracket only

\[<?>

$$[A$$

Right square bracket only

<?>\]

$$A]$$

Double square brackets

ldbracket <?> rdbracket

$$⟦\mathit{AB}⟧$$

Left double square bracket only

\ldbracket <?>

$$⟦A$$

Right double square bracket only

<?> \rdbracket

$$A⟧$$

Braces

lbrace <?> rbrace

$$\{\mathit{AB}\}$$

Left brace only

\lbrace <?>

$$\{A$$

Right brace only

<?> \rbrace

$$A\}$$

Angle brackets

langle <?> rangle

$$⟨\mathit{AB}⟩$$

Left angle bracket only

\langle <?>

$$⟨A$$

Right angle bracket only

<?> \rangle

$$A⟩$$

Operator brackets

langle <?> mline <?> rangle

$$⟨\mathit{AB}|\mathit{CD}⟩$$

Ceiling (upper half square brackets)

lceil <?> rceil

$$\lceil \mathit{AB}\rceil$$

Left ceiling only

\lceil <?>

$$\lceil A$$

Right ceiling only

<?> \rceil

$$A\rceil$$

Floor (lower half square brackets)

lfloor <?> rfloor

$$\lfloor \mathit{AB}\rfloor$$

Left floor only

\lfloor <?>

$$\lfloor A$$

Right floor only

<?> \rfloor

$$A\rfloor$$

Single lines

lline <?> rline

$$|\mathit{AB}|$$

Left single line only

\lline <?>

$$|A$$

Right single line only

<?> \rline

$$A|$$

Double lines

ldline <?> rdline

$$\Vert \mathit{AB}\Vert$$

Left double line only

\ldline <?>

$$\Vert A$$

Right double line only

<?> \rdline

$$A\Vert$$

Scalable round brackets

left ( <?> right )

$$\left(\frac{A}{B}\right)$$

Scalable left round bracket only

left ( <?> right none

$$(\frac{A}{B}$$

Scalable right round bracket only

left none <?> right )

$$\frac{A}{B})$$

Scalable square brackets

left [ <?> right ]

$$\left[\frac{A}{B}\right]$$

Scalable left square bracket only

left [ <?> right none

$$[\frac{A}{B}$$

Scalable right square bracket only

left none <?> right ]

$$\frac{A}{B}]$$

Scalable double square brackets

left ldbracket <?> right rdbracket

$$⟦\frac{A}{B}⟧$$

Scalable left double square bracket only

left ldbracket <?> right none

$$⟦\frac{A}{B}$$

Scalable right double square bracket only

left none <?> right rdbracket

$$\frac{A}{B}⟧$$

Scalable braces

left lbrace <?> right rbrace

$$\left\{\frac{A}{B}\right\}$$

Scalable left brace only

left lbrace {<?>} right none

$$\{\frac{A}{B}$$

Scalable right brace only

left none {<?>} right rbrace

$$\frac{A}{B}\}$$

Scalable angle brackets

left langle <?> right rangle

$$⟨\frac{A}{B}⟩$$

Scalable left angle bracket only

left langle {<?>} right none

$$⟨\frac{A}{B}$$

Scalable right angle bracket only

left none {<?>} right rangle

$$\frac{A}{B}⟩$$

Scalable operator brackets

left langle <?> mline <?> right none

$$⟨\frac{A}{B}|\frac{C}{D}⟩$$

Scalable left operator bracket

left langle <?> mline <?> right none

$$⟨\frac{A}{B}|\frac{C}{D}$$

Scalable right operator bracket

left none <?> mline <?> right rangle

$$\frac{A}{B}|\frac{C}{D}⟩$$

Scalable ceiling (upper half square brackets)

left lceil <?> right rceil

$$\lceil \frac{A}{B}\rceil$$

Scalable left ceiling

left lceil <?> right none

$$\lceil \frac{A}{B}$$

Scalable right ceiling

left none <?> right rceil

$$\frac{A}{B}\rceil$$

Scalable floor (lower half square brackets)

left lfloor <?> right rfloor

$$\lfloor \frac{A}{B}\rfloor$$

Scalable left floor

left lfloor <?> right none

$$\lfloor \frac{A}{B}$$

Scalable right floor

left none <?> right rfloor

$$\frac{A}{B}\rfloor$$

Scalable single lines

left lline <?> right rline

$$\left|\frac{A}{B}\right|$$

Scalable left single line

left lline <?> right none

$$|\frac{A}{B}$$

Scalable right single line

left none <?> right rline

$$\frac{A}{B}|$$

Scalable double lines

left ldline <?> right rdline

$$\Vert \frac{A}{B}\Vert$$

Scalable left double line

left ldline <?> right none

$$\Vert \frac{A}{B}$$

Scalable right double line

left none <?> right rdline

$$\frac{A}{B}\Vert$$

Scalable top brace

{<?>} overbrace {<?>}

$$\stackrel{D}{\overbrace{\mathit{ABC}}}$$

Scalable bottom brace

{<?>} underbrace {<?>}

$$\underset{D}{\underbrace{\mathit{ABC}}}$$

Power (superscript right)

<?>^{<?>} or <?>sup{<?>} or
<?>rsup{<?>}

$${20}^{10}$$

Subscript right

<?>_{<?>} or <?>sub{<?>} or
<?>rsub{<?>}

$${20}_{10}$$

Superscript left

<?>lsup{<?>}

$${}^{10}20$$

Subscript left

<?>lsub{<?>}

$${}_{10}20$$

Superscript center

<?>csup{<?>}

$$\stackrel{10}{20}$$

Subscript center

<?>csub{<?>}

$$\underset{10}{20}$$

New line

newline

$$\begin{array}{c}123\\ \mathit{CD}\end{array}$$

Small gap

`

$$123456$$

Blank or large gap

~

$$123456$$

No space (suppresses space between elements)

nospace {<?>}

$$12+4+5$$

Align left

alignl <?>

$$\begin{array}{c}\mathit{ABC}\hfill \\ D\hfill \end{array}$$

Align center

alignc <?>

$$\begin{array}{c}\mathit{ABC}\\ D\end{array}$$

Align right

alignr <?>

$$\begin{array}{c}\mathit{ABC}\\ \hfill D\end{array}$$

Vertical stack (2 elements)

binom{<?>}{<?>}

$$\begin{array}{c}\mathit{AB}\\ 12\end{array}$$

Vertical stack (more than 2 elements)

stack{<?> # <?> # <?>}

$$\begin{array}{c}\mathit{AB}\\ 12\\ \mathit{CD}\end{array}$$

Matrix stack

matrix{<?> # <?> ## <?> # <?>}

$$\begin{array}{cc}\mathit{AB}& 12\\ 34& \mathit{CD}\end{array}$$

Placeholder

<?>

Infinity

infinity or infty

$$\mathrm{\infty }$$

Partial derivative or set margin

partial

$$\partial$$

Nabla vector operator

nabla

$$\nabla$$

Existential quantifier, there is at least one

exists

$$\exists$$

Existential quantifier, there does not exist

notexists

$$\nexists$$

Universal quantifier, for all

forall

$$\forall$$

H-bar constant

hbar

$$\mathrm{\hslash }$$

Lambda bar

lambdabar

$$\mathrm{ƛ}$$

Real part of a complex number

re

$$\mathrm{\Re }$$

Imaginary part of a complex number

im

$$\mathrm{\Im }$$

Weierstrass p function

wp

$$\mathrm{\wp }$$

Laplace transformation

laplace

$$ℒ$$

Left arrow

leftarrow

$$\leftarrow$$

Right arrow

rightarrow

$$\to$$

Up arrow

uparrow

$$\uparrow$$

Down arrow

downarrow

$$\downarrow$$

Ellipsis

dotslow

$$\dots$$

Math axis ellipsis

dotsaxis

$$\cdots$$

Vertical ellipsis

dotsvert

$$⋮$$

Upward diagonal ellipsis

dotsup or dotsdiag

$$⋰$$

Downward diagonal ellipsis

dotsdown

$$\ddots$$

%ALPHA

$$\mathrm{{\rm A}}$$

%alpha

$$\mathrm{\alpha }$$

%BETA

$$\mathrm{{\rm B}}$$

%beta

$$\mathrm{\beta }$$

%GAMMA

$$\mathrm{\Gamma }$$

%gamma

$$\mathrm{\gamma }$$

%DELTA

$$\mathrm{\Delta }$$

%delta

$$\mathrm{\delta }$$

%EPSILON

$$\mathrm{{\rm E}}$$

%epsilon

$$\mathrm{\epsilon }$$

%ZETA

$$\mathrm{{\rm Z}}$$

%zeta

$$\mathrm{\zeta }$$

%ETA

$$\mathrm{{\rm H}}$$

%eta

$$\mathrm{\eta }$$

%THETA

$$\mathrm{\Theta }$$

%theta

$$\mathrm{\theta }$$

%IOTA

$$\mathrm{{\rm I}}$$

%iota

$$\mathrm{\iota }$$

%KAPPA

$$\mathrm{{\rm K}}$$

%kappa

$$\mathrm{\kappa }$$

%LAMBDA

$$\mathrm{\Lambda }$$

%lambda

$$\mathrm{\lambda }$$

%MU

$$\mathrm{{\rm M}}$$

%mu

$$\mathrm{\mu }$$

%NU

$$\mathrm{{\rm N}}$$

%nu

$$\mathrm{\nu }$$

%XI

$$\mathrm{\Xi }$$

%xi

$$\mathrm{\xi }$$

%OMICRON

$$\mathrm{{\rm O}}$$

%omicron

$$\mathrm{o}$$

%PI

$$\mathrm{\Pi }$$

%pi

$$\mathrm{\pi }$$

%RHO

$$\mathrm{{\rm P}}$$

%rho

$$\mathrm{\rho }$$

%SIGMA

$$\mathrm{\Sigma }$$

%sigma

$$\mathrm{\sigma }$$

%TAU

$$\mathrm{{\rm T}}$$

%tau

$$\mathrm{\tau }$$

%UPSILON

$$\mathrm{{\rm Y}}$$

%upsilon

$$\mathrm{\upsilon }$$

%PHI

$$\mathrm{\Phi }$$

%phi

$$\mathrm{\phi }$$

%CHI

$$\mathrm{{\rm X}}$$

%chi

$$\mathrm{\chi }$$

%PSI

$$\mathrm{\Psi }$$

%psi

$$\mathrm{\psi }$$

%OMEGA

$$\mathrm{\Omega }$$

%omega

$$\mathrm{\omega }$$

%iALPHA

${\rm A}$

%ialpha

$\alpha$

%iBETA

${\rm B}$

%ibeta

$\beta$

%iGAMMA

$\Gamma$

%igamma

$\gamma$

%iDELTA

$\Delta$

%idelta

$\delta$

%iEPSILON

${\rm E}$

%iepsilon

$ϵ$

%iZETA

${\rm Z}$

%izeta

$\zeta$

%iETA

${\rm H}$

%ieta

$\eta$

%iTHETA

$\Theta$

%itheta

$\theta$

%iIOTA

${\rm I}$

%iiota

$\iota$

%iKAPPA

${\rm K}$

%ikappa

$\kappa$

%iLAMBDA

$\Lambda$

%ilambda

$\lambda$

%iMU

${\rm M}$

%imu

$\mu$

%iNU

${\rm N}$

%inu

$\nu$

%iXI

$\Xi$

%ixi

$\xi$

%iOMICRON

${\rm O}$

%iomicron

$o$

%iPI

$\Pi$

%ipi

$\pi$

%iRHO

${\rm P}$

%irho

$\rho$

%iSIGMA

$\Sigma$

%isigma

$\sigma$

%iTAU

${\rm T}$

%itau

$\tau$

%iUPSILON

${\rm Y}$

%iupsilon

$\upsilon$

%iPHI

$\Phi$

%iphi

$\varphi$

%iCHI

${\rm X}$

%ichi

$\chi$

%iPSI

$\Psi$

%ipsi

$\psi$

%iOMEGA

$\Omega$

%iomega

$\omega$

%perthousand

$$\mathrm{‰}$$

%tendto

$$\mathrm{\to }$$

%noelement

$$\mathrm{\notin }$$

%infinite

$$\mathrm{\infty }$$

%angle

$$\mathrm{\sphericalangle }$$

%and

$$\mathrm{\wedge }$$

%or

$$\mathrm{\vee }$$

%notequal

$$\mathrm{\ne }$$

%identical

$$\mathrm{\equiv }$$

%strictlylessthan

$$\mathrm{\ll }$$

%strictlygreaterthan

$$\mathrm{\gg }$$