MathJax Supported $\LaTeX$ commands ( http://docs.mathjax.org/en/latest/tex.html )

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Symbols

#	used to specify arguments in definitions of control sequences.
%	used to introduce 'comments' into the input file that do not appear in the final document.
&	used when typesetting tables in order to separate entries in different columns.
^	superscripts `$2^{10}$` → $2^{10}$
_	subscripts `$A_1$` → $A_1$
{ }	used for grouping
~	prohibits a line break, and inserts an ordinary interword space.
\ (backslash-space)	A space following a control sequence may be obtained by preceding the space with a backslash \.
\!	negative thinspace(= \negthinspace) `$x^2\!/2$` → $x^2\!/2$
\#	$\#$
\$	$\$$
\%	$\%$
\&	$\&$
\,	thinspace(=\thinspace) `$n!\,(n+1)!$` → $n!\,(n+1)!$
\:	medspace
\;	thickspace 1/12em
\>	medspace
\\	separates lines
\_	$\_$
\{	$\{$
\\|	$\\|$ (=\Vert)
\}	$\}$

\above	`$1\above 0.5pt 2$` → $1\above 0.5pt 2$
\abovewithdelims	`$p\abovewithdelims(]0.5pt q$` → $p\abovewithdelims(]0.5pt q$
\acute	$\acute A$
\aleph	$\aleph$
\alpha	$\alpha$
\amalg	$\amalg$
\And	$\And$
\angle	$\angle$
\approx	$\approx$
\approxeq	$\approxeq$ [AMSsymbols]
\arccos	$\arccos$
\arcsin	$\arcsin$
\arctan	$\arctan$
\arg	$\arg$
\array	`$\array{1 & 2\\3 & 4}$` → $\array{1 & 2\\3 & 4}$
\Arrowvert	$\Arrowvert$
\arrowvert	$\arrowvert$
\ast	$\ast$
\asymp	$\asymp$
\atop	`$1\atop2$` → $1\atop2$
\atopwithdelims	`$a\atopwithdelims(] b$` → $a\atopwithdelims(] b$

\backepsilon	$\backepsilon$ [AMSsymbols]
\backprime	$\backprime$ [AMSsymbols]
\backsim	$\backsim$ [AMSsymbols]
\backsimeq	$\backsimeq$ [AMSsymbols]
\backslash	$\backslash$
\bar	`$\bar{A}$` → $\bar{A}$
\barwedge	$\barwedge$ [AMSsymbols]
\Bbb	`$\Bbb{AB}$` → $\Bbb{AB}$
\Bbbk	$\Bbbk$ [AMSsymbols]
\bbox	$\bbox[yellow, 1pt, border:2px solid red]{a+a=2a}$
\bcancel	strikeout from upper left to lower right [require cancel.js]
\because	$\because$ [AMSsymbols]
\begin	see Environments ( at the bottom of this page)
\begingroup	with \endgroup localizing macro definitions
\beta	$\beta$
\beth	$\beth$ [AMSsymbols]
\between	$\between$ [AMSsymbols]
\bf	$\bf{ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\Big	$\Big[$ $\Big]$ $\Big\|$ $\Big/$ $\Big($ $\Big)$
\big	$\big[$ $\big]$ $\big\|$ $\big/$ $\big($ $\big)$
\bigcap	$\bigcap$
\bigcirc	$\bigcirc$
\bigcup	$\bigcup$
\Bigg	$\Bigg[$ $\Bigg]$ $\Bigg\|$ $\Bigg/$ $\Bigg($ $\Bigg)$
\bigg	$\bigg[$ $\bigg]$ $\bigg\|$ $\bigg/$ $\bigg($ $\bigg)$
\Biggl	$\Biggl[$ $\Biggl\|$ $\Biggl/$ $\Biggl($
\biggl	$\biggl[$ $\biggl\|$ $\biggl/$ $\biggl($
\Biggm	$\Biggm\|$ $\Biggm\\|$
\biggm	$\biggm\|$ $\biggm\\|$
\Biggr	$\Biggr]$ $\Biggr\|$ $\Biggr/$ $\Biggr)$
\biggr	$\biggr]$ $\biggr\|$ $\biggr/$ $\biggr)$
\Bigl	$\Bigl[$ $\Bigl\|$ $\Bigl/$ $\Bigl($
\bigl	$\bigl[$ $\bigl\|$ $\bigl/$ $\bigl($
\Bigm	$\Bigm\|$ $\Bigm\\|$
\bigm	$\bigm\|$ $\bigm\\|$
\bigodot	$\bigodot$
\bigoplus	$\bigoplus$
\bigotimes	$\bigotimes$
\Bigr	$\Bigr]$ $\Bigr\|$ $\Bigr/$ $\Bigr)$
\bigr	$\bigr]$ $\bigr\|$ $\bigr/$ $\bigr)$
\bigsqcup	$\bigsqcup$
\bigstar	$\bigstar$ [AMSsymbols]
\bigtriangledown	$\bigtriangledown$
\bigtriangleup	$\bigtriangleup$
\biguplus	$\biguplus$
\bigvee	$\bigvee$
\bigwedge	$\bigwedge$
\binom	`$\binom nk$` → $\binom nk$ [AMSmath]
\blacklozenge	$\blacklozenge$ [AMSsymbols]
\blacksquare	$\blacksquare$ [AMSsymbols]
\blacktriangle	$\blacktriangle$ [AMSsymbols]
\blacktriangledown	$\blacktriangledown$ [AMSsymbols]
\blacktriangleleft	$\blacktriangleleft$ [AMSsymbols]
\blacktriangleright	$\blacktriangleright$ [AMSsymbols]
\bmod	$\bmod$
\boldsymbol	$\boldsymbol {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$ [boldsymbol]
\bot	$\bot$
\bowtie	$\bowtie$
\Box	$\Box$ [AMSsymbols]
\boxdot	$\boxdot$ [AMSsymbols]
\boxed	`$\boxed{1+1=2}$` → $\boxed{1+1=2}$ [AMSmath]
\boxminus	$\boxminus$ [AMSsymbols]
\boxplus	$\boxplus$ [AMSsymbols]
\boxtimes	$\boxtimes$ [AMSsymbols]
\brace	`$1\brace2$` → $1\brace2$
\bracevert	$\bracevert$
\brack	`$1\brack2$` → $1\brack2$
\breve	$\breve A$
\buildrel	`$\buildrel k=0\over\longrightarrow$` → $\buildrel k=0\over\longrightarrow$
\bullet	$\bullet$
\Bumpeq	$\Bumpeq$ [AMSsymbols]
\bumpeq	$\bumpeq$ [AMSsymbols]

\cal	$\cal {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\cancel	strikeout from lower left to upper right [require cancel.js]
\cancelto	\cancelto{val}{math} strikeout math with an arrow going to value [require cancel.js]
\cap	$\cap$
\Cap	$\Cap$ [AMSsymbols]
\cases	`$f(x)=\cases {1 &\text{for $x>0$}\\0 &\text{for $x\leq0$}}$` → $f(x)=\cases {1 &\text{for $x>0$}\\0 &\text{for $x\leq0$}}$
\cdot	$\cdot$
\cdotp	$\cdotp$
\cdots	$\cdots$
\ce	[require mhchem.js] http://www.ctan.org/pkg/mhchem
\cee	[require mhchem.js] http://www.ctan.org/pkg/mhchem
\centerdot	$\centerdot$ [AMSsymbols]
\cfrac	`$1+\cfrac{2}{1+\cfrac{2}{1+\cfrac{2}{\cdots}}} $` → $1+\cfrac{2}{1+\cfrac{2}{1+\cfrac{2}{\cdots}}} $ [AMSmath]
\check	$\check A$
\checkmark	$\checkmark$ [AMSsymbols]
\chi	$\chi$
\choose	`$ n \choose a $` → $ n \choose a $
\circ	$\circ$
\circeq	$\circeq$ [AMSsymbols]
\circlearrowleft	$\circlearrowleft$ [AMSsymbols]
\circlearrowright	$\circlearrowright$ [AMSsymbols]
\circledast	$\circledast$ [AMSsymbols]
\circledcirc	$\circledcirc$ [AMSsymbols]
\circleddash	$\circleddash$ [AMSsymbols]
\circledR	$\circledR$ [AMSsymbols]
\circledS	$\circledS$ [AMSsymbols]
\class	allows CSS to style the element
\clubsuit	$\clubsuit$
\colon	$\colon$
\color	`$\color{red}{f(x)=x^2}$` → $\color{red}{f(x)=x^2}$
\colorbox	[require color.js]
\complement	$\complement$ [AMSsymbols]
\cong	$\cong$
\coprod	$\coprod$
\cos	$\cos$
\cosh	$\cosh$
\cot	$\cot$
\coth	$\coth$
\cr	carriage return
\csc	$\csc$
\cssId	allows CSS to style the element
\cup	$\cup$
\Cup	$\Cup$ [AMSsymbols]
\curlyeqprec	$\curlyeqprec$ [AMSsymbols]
\curlyeqsucc	$\curlyeqsucc$ [AMSsymbols]
\curlyvee	$\curlyvee$ [AMSsymbols]
\curlywedge	$\curlywedge$ [AMSsymbols]
\curvearrowleft	$\curvearrowleft$ [AMSsymbols]
\curvearrowright	$\curvearrowright$ [AMSsymbols]

\dagger	$\dagger$
\daleth	$\daleth$ [AMSsymbols]
\dashleftarrow	$\dashleftarrow$ [AMSsymbols]
\dashrightarrow	$\dashrightarrow$ [AMSsymbols]
\dashv	$\dashv$
\dbinom	$\dbinom pq$ [AMSmath]
\ddagger	$\ddagger$
\ddddot	$\ddddot A$ [AMSmath]
\dddot	$\dddot A$ [AMSmath]
\ddot	$\ddot A$
\ddots	$\ddots$
\DeclareMathOperator	`$\DeclareMathOperator{\argmax}{arg\,max} \argmax_c f(c)$` → $\DeclareMathOperator{\argmax}{arg\,max} \argmax_c f(c)$ [AMSmath]
\defineColor	[require color.js]
\def	`$\def\ab{\alpha^2+\beta^2} \sqrt{\ab}$` → $\def\ab{\alpha^2+\beta^2} \sqrt{\ab}$ [newcommand]
\deg	$\deg$
\Delta	$\Delta$
\delta	$\delta$
\det	$\det$
\dfrac	$\dfrac 12$ [AMSmath]
\diagdown	$\diagdown$ [AMSsymbols]
\diagup	$\diagup$ [AMSsymbols]
\diamond	$\diamond$
\Diamond	$\Diamond$ [AMSsymbols]
\diamondsuit	$\diamondsuit$
\digamma	$\digamma$ [AMSsymbols]
\dim	$\dim$
\displaylines	`$\displaylines{a+b=c\\x+y=z}$` → $\displaylines{a+b=c\\x+y=z}$ display several equations, centered
\displaystyle	`$\displaystyle{\frac12}$` → $\displaystyle{\frac12}$
\div	$\div$
\divideontimes	$\divideontimes$ [AMSsymbols]
\dot	$\dot A$
\doteq	$\doteq$
\Doteq	$\Doteq$ [AMSsymbols]
\doteqdot	$\doteqdot$ [AMSsymbols]
\dotplus	$\dotplus$ [AMSsymbols]
\dots	$\dots$
\dotsb	$\dotsb$
\dotsc	$\dotsc$
\dotsi	$\dotsi$
\dotsm	$\dotsm$
\dotso	$\dotso$
\doublebarwedge	$\doublebarwedge$ [AMSsymbols]
\doublecap	$\doublecap$ [AMSsymbols]
\doublecup	$\doublecup$ [AMSsymbols]
\Downarrow	$\Downarrow$
\downarrow	$\downarrow$
\downdownarrows	$\downdownarrows$ [AMSsymbols]
\downharpoonleft	$\downharpoonleft$ [AMSsymbols]
\downharpoonright	$\downharpoonright$ [AMSsymbols]

\ell	$\ell$
\emptyset	$\emptyset$
\enclose	[require enclose.js]
\end	see \begin
\endgroup	[require begingroup.js]
\enspace	space (1/2em)
\epsilon	$\epsilon$
\eqalign	\[\eqalign {x^2 \times x^3 &= x^{2+3} \\&= x^5}\]
\eqalignno	\[\eqalignno{a^2+b^2=c^2 &&(1)\cr a^2=c^2-b^2 &&(2)}\] display aligned equations numbered at right
\eqcirc	$\eqcirc$ [AMSsymbols]
\eqref	AMS Automatic Equation Numbering. {turned off by default}
\eqsim	$\eqsim$ [AMSsymbols]
\eqslantgtr	$\eqslantgtr$ [AMSsymbols]
\eqslantless	$\eqslantless$ [AMSsymbols]
\equiv	$\equiv$
\eta	$\eta$
\eth	$\eth$ [AMSsymbols]
\exists	$\exists$
\exp	$\exp$

\fallingdotseq	$\fallingdotseq$ [AMSsymbols]
\fbox	$\fbox{1+1=2}$
\fcolorbox	[require color.js]
\Finv	$\Finv$ [AMSsymbols]
\flat	$\flat$
\forall	$\forall$
\frac	$\frac 12$ [AMSmath]
\frak	$\frak {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\frown	$\frown$

\Game	$\Game$ [AMSsymbols]
\Gamma	$\Gamma$
\gamma	$\gamma$
\gcd	$\gcd$
\gdef	[require begingroup.js]
\ge	$\ge$
\genfrac	\genfrac{left-delim}{right-delim}{thickness}{mathstyle}{numerator}{denominator} [AMSmath]
\geq	$\geq$
\geqq	$\geqq$ [AMSsymbols]
\geqslant	$\geqslant$ [AMSsymbols]
\gets	$\gets$
\gg	$\gg$
\ggg	$\ggg$ [AMSsymbols]
\gggtr	$\gggtr$ [AMSsymbols]
\gimel	$\gimel$ [AMSsymbols]
\global	[require begingroup.js]
\gnapprox	$\gnapprox$ [AMSsymbols]
\gneq	$\gneq$ [AMSsymbols]
\gneqq	$\gneqq$ [AMSsymbols]
\gnsim	$\gnsim$ [AMSsymbols]
\grave	$\grave A$
\gt	$\gt$
\gtrapprox	$\gtrapprox$ [AMSsymbols]
\gtrdot	$\gtrdot$ [AMSsymbols]
\gtreqless	$\gtreqless$ [AMSsymbols]
\gtreqqless	$\gtreqqless$ [AMSsymbols]
\gtrless	$\gtrless$ [AMSsymbols]
\gtrsim	$\gtrsim$ [AMSsymbols]
\gvertneqq	$\gvertneqq$ [AMSsymbols]

\hat	$\hat A$
\hbar	$\hbar$
\hbox	$\hbox{a+b=c}$
\hdashline	`$\begin{array} \hdashline1 & 2 \\ \hdashline 3 & 4 \\ \hdashline\end{array}$` → $\begin{array} \hdashline1 & 2 \\ \hdashline 3 & 4 \\ \hdashline\end{array}$
\heartsuit	$\heartsuit$
\hline	`$\begin{array}\hline1 & 2 \\ \hline3 & 4 \\ \hline\end{array}$` → $\begin{array}\hline1 & 2 \\ \hline3 & 4 \\ \hline\end{array}$
\hom	$\hom$
\hookleftarrow	$\hookleftarrow$
\hookrightarrow	$\hookrightarrow$
\hphantom	`$1\hphantom{aaa}+\hphantom{aaaaaa}1=2$` → $1\hphantom{aaa}+\hphantom{aaaaaa}1=2$
\hskip	`$1+\hskip 1em 1=2$` → $1+\hskip 1em 1=2$
\hslash	$\hslash$ [AMSsymbols]
\hspace	`$\therefore 1+1=2\hspace 1em \blacksquare$` → $\therefore 1+1=2\hspace 1em \blacksquare$
\Huge	$\Huge{VERY\quad HUGE\quad SIZE}$
\huge	$\huge{HUGE\quad SIZE}$

\idotsint	$\idotsint$ [AMSmath]
\iff	$\iff$
\iiiint	$\iiiint$ [AMSmath]
\iiint	$\iiint$
\iint	$\iint$
\Im	$\Im$
\imath	$\imath$
\impliedby	$\impliedby$ [AMSsymbols]
\implies	$\implies$ [AMSsymbols]
\in	$\in$
\inf	$\inf$
\infty	$\infty$
\injlim	$\injlim$ [AMSmath]
\int	$\int$
\intercal	$\intercal$ [AMSsymbols]
\intop	$\intop$
\iota	$\iota$
\it	$\it{{ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}}$

\jmath	$\jmath$
\Join	$\Join$ [AMSsymbols]

\kappa	$\kappa$
\ker	$\ker$
\kern	`$\therefore\kern 1.5em 1+1=2$` → $\therefore\kern 1.5em 1+1=2$

\label	equation label [AMSmath]
\Lambda	$\Lambda$
\lambda	$\lambda$
\land	$\land$
\langle	$\langle$
\LARGE	$\LARGE{LARGE\quad SIZE}$
\Large	$\Large{Large\quad size}$
\large	$\large{large\quad size}$
\LaTeX	$\LaTeX$
\lbrace	$\lbrace$
\lbrack	$\lbrack$
\lceil	$\lceil$
\ldotp	$\ldotp$
\ldots	$\ldots$
\le	$\le$
\leadsto	$\leadsto$ [AMSsymbols]
\left	$\left( 2^{10} \right. ~ \left[ 2^{10}\right. ~ \left/ 2^{10} \right. ~ \left\| 2^{10} \right.$
\Leftarrow	$\Leftarrow$
\leftarrow	$\leftarrow$
\leftarrowtail	$\leftarrowtail$ [AMSsymbols]
\leftharpoondown	$\leftharpoondown$
\leftharpoonup	$\leftharpoonup$
\leftleftarrows	$\leftleftarrows$ [AMSsymbols]
\Leftrightarrow	$\Leftrightarrow$
\leftrightarrow	$\leftrightarrow$
\leftrightarrows	$\leftrightarrows$ [AMSsymbols]
\leftrightharpoons	$\leftrightharpoons$ [AMSsymbols]
\leftrightsquigarrow	$\leftrightsquigarrow$ [AMSsymbols]
\leftroot	`$\root \uproot 3 \leftroot{-1} \alpha+\beta \of {1+\frac ab}$` → $\root \uproot 3 \leftroot{-1} \alpha+\beta \of {1+\frac ab}$
\leftthreetimes	$\leftthreetimes$ [AMSsymbols]
\leq	$\leq$
\leqalignno	\[\leqalignno{&(1) &a^2+b^2=c^2 \cr &(2) &a^2=c^2-b^2}\] display aligned equations numbered at left
\leqq	$\leqq$ [AMSsymbols]
\leqslant	$\leqslant$ [AMSsymbols]
\lessapprox	$\lessapprox$ [AMSsymbols]
\lessdot	$\lessdot$ [AMSsymbols]
\lesseqgtr	$\lesseqgtr$ [AMSsymbols]
\lesseqqgtr	$\lesseqqgtr$ [AMSsymbols]
\lessgtr	$\lessgtr$ [AMSsymbols]
\lesssim	$\lesssim$ [AMSsymbols]
\let	[require newcommand.js] [newcommand]
\lfloor	$\lfloor$
\lg	$\lg$
\lgroup	$\lgroup$
\lhd	$\lhd$ [AMSsymbols]
\lim	$\lim$
\liminf	$\liminf$
\limits	$\sum\limits_{n=1}^\infty\frac{(-1)^n}n$ vs $\sum_{n=1}^\infty\frac{(-1)^n}n$
\limsup	$\limsup$
\ll	$\ll$
\llap	$a_0 \hspace 3em \llap{a_1} \hspace 3em \llap{a_2}$ $aa_0 \hspace 3em \llap{aa_1} \hspace 3em \llap{aa_2}$
\llcorner	$\llcorner$ [AMSsymbols]
\Lleftarrow	$\Lleftarrow$ [AMSsymbols]
\lll	$\lll$ [AMSsymbols]
\llless	$\llless$ [AMSsymbols]
\lmoustache	$\lmoustache$
\ln	$\ln$
\lnapprox	$\lnapprox$ [AMSsymbols]
\lneq	$\lneq$ [AMSsymbols]
\lneqq	$\lneqq$ [AMSsymbols]
\lnot	$\lnot$
\lnsim	$\lnsim$ [AMSsymbols]
\log	$\log$
\Longleftarrow	$\Longleftarrow$
\longleftarrow	$\longleftarrow$
\Longleftrightarrow	$\Longleftrightarrow$
\longleftrightarrow	$\longleftrightarrow$
\longmapsto	$\longmapsto$
\Longrightarrow	$\Longrightarrow$
\longrightarrow	$\longrightarrow$
\looparrowleft	$\looparrowleft$ [AMSsymbols]
\looparrowright	$\looparrowright$ [AMSsymbols]
\lor	$\lor$
\lower	`$\rlap{\int}\lower 1.2em \hbox{n=k}$` → $\rlap{\int}\lower 1.2em \hbox{n=k}$
\lozenge	$\lozenge$ [AMSsymbols]
\lrcorner	$\lrcorner$ [AMSsymbols]
\Lsh	$\Lsh$ [AMSsymbols]
\lt	$\lt$
\ltimes	$\ltimes$ [AMSsymbols]
\lVert	$\lVert$ [AMSmath]
\lvert	$\lvert$ [AMSmath]
\lvertneqq	$\lvertneqq$ [AMSsymbols]

\maltese	$\maltese$ [AMSsymbols]
\mapsto	$\mapsto$
\mathbb	$\mathbb {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\mathbf	$\mathbf {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\mathbin	`$\mathbin \|$` → $\mathbin \|$ //takes an argument and treats it as a binary symbol.
\mathcal	$\mathcal {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\mathchoice	\mathchoice {displaystyle}{text style}{scriptstyle}{scriptscriptstyle} [mathchoice]
\mathclose	$\mathclose {A}$ //takes an argument and treats it as a closing symbol.
\mathfrak	$\mathfrak {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\mathinner	$\mathinner A$ //takes an argument and treats it as an inner symbol.
\mathit	$\mathit {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\mathop	$\mathop A$ //takes an argument and treats it as an operator symbol.
\mathopen	$\mathopen A$ //takes an argument and treats it as an opening symbol.
\mathord	$\mathord A$ //takes an argument and treats it as an ordinary symbol.
\mathpunct	$\mathpunct A$ //takes an argument and treats it as a punctation symbol.
\mathrel	$\mathrel A$ //takes an argument and treats it as a relation symbol.
\mathring	$\mathring A$ [AMSmath]
\mathrm	$\mathrm {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\mathscr	$\mathscr {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\mathsf	$\mathsf {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\mathstrut	$\mathstrut$ =\vphantom(
\mathtip	[require action.js] [non-standard]
\mathtt	$\mathtt {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\matrix	`$A=\left( \matrix{1& 0 \\ 0& 1}\right)$` → $A=\left( \matrix{1& 0 \\ 0& 1}\right)$
\max	$\max$
\mbox	$\mbox{text}$
\measuredangle	$\measuredangle$ [AMSsymbols]
\mho	$\mho$ [AMSsymbols]
\mid	$\mid$
\middle	`\left\{x \middle\| y\right\}` → \left\{x \middle\| y\right\}
\min	$\min$
\mit	$\mit {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\mkern	`$a+b=\mkern 12mu c$` → $a+b=\mkern 12mu c$
\mmlToken	[non-standard]
\mod	$\mod m^2$
\models	$\models$
\moveleft	`$\qquad\moveleft 4mm \hbox{abc}$` → $\qquad\moveleft 4mm \hbox{abc}$
\moveright	`$\qquad\moveright 4mm \hbox{abc}$` → $\qquad\moveright 4mm \hbox{abc}$
\mp	$\mp$
\mskip	`$\mskip 10mu a \mskip 20mu b $` → $\mskip 10mu a \mskip 20mu b $
\mspace	`$\mspace 10mu a \mspace 20mu b $` → $\mspace 10mu a \mspace 20mu b $
\mu	$\mu$
\multimap	$\multimap$ [AMSsymbols]

\nabla	$\nabla$
\natural	$\natural$
\ncong	$\ncong$ [AMSsymbols]
\ne	$\ne$
\nearrow	$\nearrow$
\neg	$\neg$
\negmedspace	`$1\negmedspace2$` → $1\negmedspace2$ [AMSmath]
\negthickspace	`$1\negthickspace2$` → $1\negthickspace2$ [AMSmath]
\negthinspace	`$1\negthinspace2$` → $1\negthinspace2$
\neq	$\neq$
\newcommand	`$\newcommand{\reci}[1]{\frac{1}{#1}} \reci x$` → $\newcommand{\reci}[1]{\frac{1}{#1}} \reci x$ [newcommand]
\newenvironment	$\newenvironment{proof}{\bf{PROOF}\hskip 2em}{\blacksquare}\begin{proof}\text{This is an example.}\end{proof}$ [newcommand]
\Newextarrow	[require extpfeil.js]
\newline	=\cr
\nexists	$\nexists$ [AMSsymbols]
\ngeq	$\ngeq$ [AMSsymbols]
\ngeqq	$\ngeqq$ [AMSsymbols]
\ngeqslant	$\ngeqslant$ [AMSsymbols]
\ngtr	$\ngtr$ [AMSsymbols]
\ni	$\ni$
\nLeftarrow	$\nLeftarrow$ [AMSsymbols]
\nleftarrow	$\nleftarrow$ [AMSsymbols]
\nLeftrightarrow	$\nLeftrightarrow$ [AMSsymbols]
\nleftrightarrow	$\nleftrightarrow$ [AMSsymbols]
\nleq	$\nleq$ [AMSsymbols]
\nleqq	$\nleqq$ [AMSsymbols]
\nleqslant	$\nleqslant$ [AMSsymbols]
\nless	$\nless$ [AMSsymbols]
\nmid	$\nmid$ [AMSsymbols]
\nobreakspace	$\nobreakspace$ [AMSmath]
\nolimits	\[\sum\nolimits_{i=1}^{k} \frac1{2^i}\]
\normalsize	`$\scriptsize{12{\normalsize{34}}56}$` → $\scriptsize{12{\normalsize{34}}56}$
\not	$\not$
\notag	$\notag$ [AMSmath]
\notin	$\notin$
\nparallel	$\nparallel$ [AMSsymbols]
\nprec	$\nprec$ [AMSsymbols]
\npreceq	$\npreceq$ [AMSsymbols]
\nRightarrow	$\nRightarrow$ [AMSsymbols]
\nrightarrow	$\nrightarrow$ [AMSsymbols]
\nshortmid	$\nshortmid$ [AMSsymbols]
\nshortparallel	$\nshortparallel$ [AMSsymbols]
\nsim	$\nsim$ [AMSsymbols]
\nsubseteq	$\nsubseteq$ [AMSsymbols]
\nsubseteqq	$\nsubseteqq$ [AMSsymbols]
\nsucc	$\nsucc$ [AMSsymbols]
\nsucceq	$\nsucceq$ [AMSsymbols]
\nsupseteq	$\nsupseteq$ [AMSsymbols]
\nsupseteqq	$\nsupseteqq$ [AMSsymbols]
\ntriangleleft	$\ntriangleleft$ [AMSsymbols]
\ntrianglelefteq	$\ntrianglelefteq$ [AMSsymbols]
\ntriangleright	$\ntriangleright$ [AMSsymbols]
\ntrianglerighteq	$\ntrianglerighteq$ [AMSsymbols]
\nu	$\nu$
\nVDash	$\nVDash$ [AMSsymbols]
\nVdash	$\nVdash$ [AMSsymbols]
\nvDash	$\nvDash$ [AMSsymbols]
\nvdash	$\nvdash$ [AMSsymbols]
\nwarrow	$\nwarrow$

\odot	$\odot$
\oint	$\oint$
\oldstyle	$\oldstyle {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\Omega	$\Omega$
\omega	$\omega$
\omicron	$\omicron$
\ominus	$\ominus$
\operatorname	`$\operatorname{rank}(x)$` → $\operatorname{rank}(x)$ [AMSmath]
\oplus	$\oplus$
\oslash	$\oslash$
\otimes	$\otimes$
\over	`$1\over2$` → $1\over2$
\overbrace	$\overbrace {abc}$
\overleftarrow	$\overleftarrow {abc}$
\overleftrightarrow	$\overleftrightarrow {abc}$
\overline	$\overline{AB}$
\overrightarrow	$\overrightarrow{abc}$
\overset	`$x\overset{f}{\rightarrow}y$` → $x\overset{f}{\rightarrow}y$
\overwithdelims	`$a\overwithdelims(] b$` → $a\overwithdelims(] b$
\owns	$\owns$

\parallel	$\parallel$
\partial	$\partial$
\perp	$\perp$
\phantom	`$a\phantom{bc}d$` → $a\phantom{bc}d$
\Phi	$\Phi$
\phi	$\phi$
\Pi	$\Pi$
\pi	$\pi$
\pitchfork	$\pitchfork$ [AMSsymbols]
\pm	$\pm$
\pmatrix	`$A=\pmatrix{1&0\\0&1}$` → $A=\pmatrix{1&0\\0&1}$
\pmb	`$\pmb{A}_{\pmb{\infty}}$` → $\pmb{A}_{\pmb{\infty}}$
\pmod	`$ax+by\equiv 1 \pmod{d}$` → $ax+by\equiv 1 \pmod{d}$
\pod	`$x\equiv y\pod d$` → $x\equiv y\pod d$
\Pr	$\Pr$
\prec	$\prec$
\precapprox	$\precapprox$ [AMSsymbols]
\preccurlyeq	$\preccurlyeq$ [AMSsymbols]
\preceq	$\preceq$
\precnapprox	$\precnapprox$ [AMSsymbols]
\precneqq	$\precneqq$ [AMSsymbols]
\precnsim	$\precnsim$ [AMSsymbols]
\precsim	$\precsim$ [AMSsymbols]
\prime	$\prime$
\prod	$\prod$
\projlim	$\projlim$ [AMSmath]
\propto	$\propto$
\Psi	$\Psi$
\psi	$\psi$

\qquad	2 em space
\quad	1 em space

\raise	`$\rlap{\int}\raise 1.2em \hbox{k}$` → $\rlap{\int}\raise 1.2em \hbox{k}$
\rangle	$\rangle$
\rbrace	$\rbrace$
\rbrack	$\rbrack$
\rceil	$\rceil$
\Re	$\Re$
\renewcommand	`$\newcommand{\water}{water}\water \hskip 2em \renewcommand{\water}{H_2O}\water$` → $\newcommand{\water}{water}\water \hskip 2em \renewcommand{\water}{H_2O}\water$ [newcommand]
\renewenvironment	[newcommand]
\require	load extension [non-standard]
\restriction	$\restriction$ [AMSsymbols]
\rfloor	$\rfloor$
\rgroup	$\rgroup$
\rhd	$\rhd$ [AMSsymbols]
\rho	$\rho$
\right	$\left. 2^{10} \right) ~ \left. 2^{10}\right] ~ \left. 2^{10} \right/ ~ \left. 2^{10} \right\|$
\Rightarrow	$\Rightarrow$
\rightarrow	$\rightarrow$
\rightarrowtail	$\rightarrowtail$ [AMSsymbols]
\rightharpoondown	$\rightharpoondown$
\rightharpoonup	$\rightharpoonup$
\rightleftarrows	$\rightleftarrows$ [AMSsymbols]
\rightleftharpoons	$\rightleftharpoons$ [AMSsymbols]
\rightrightarrows	$\rightrightarrows$ [AMSsymbols]
\rightsquigarrow	$\rightsquigarrow$ [AMSsymbols]
\rightthreetimes	$\rightthreetimes$ [AMSsymbols]
\risingdotseq	$\risingdotseq$ [AMSsymbols]
\rlap	`$\rlap{\int}\lower 1.2em \hbox{n=k}$` → $\rlap{\int}\lower 1.2em \hbox{n=k}$
\rm	$\rm {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\rmoustache	$\rmoustache$
\root	`$\root3\of2$` → $\root3\of2$
\Rrightarrow	$\Rrightarrow$ [AMSsymbols]
\Rsh	$\Rsh$ [AMSsymbols]
\rtimes	$\rtimes$ [AMSsymbols]
\Rule	$\begin{bmatrix} 1 &0 \\ 0 & 1 \end{bmatrix} \quad \Rule{1px}{1.4em}{0.9em} \quad \begin{bmatrix} a\\b \end{bmatrix} $ [non-standard]
\rVert	$\rVert$ [AMSmath]
\rvert	$\rvert$ [AMSmath]

\S	$\S$
\scr	$\frac12\quad\scr{\frac12}$
\scriptscriptstyle	$\frac12\quad\scriptscriptstyle{\frac12}$
\scriptsize	$\frac12\quad\scriptsize{\frac12}$
\scriptstyle	$\frac12\quad\scriptstyle{\frac12}$
\searrow	$\searrow$
\sec	$\sec$
\setminus	$\setminus$
\sf	$\sf{ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\sharp	$\sharp$
\shortmid	$\shortmid$ [AMSsymbols]
\shortparallel	$\shortparallel$ [AMSsymbols]
\shoveleft	\[\begin{multline}x_{1}+ x_{2}+ x_{3}\\\shoveleft{+ x_{4}+ x_{5}+ x_{6}}\\=x_{1}+ x_{2}+ x_{3}+x_{4} + x_{5}+ x_{6}\end{multline}\] [AMSmath]
\shoveright	\[\begin{multline}x_{1}+ x_{2}+ x_{3}\\\shoveright{+ x_{4}+ x_{5}+ x_{6}}\\=x_{1}+ x_{2}+ x_{3}+x_{4} + x_{5}+ x_{6}\end{multline}\] [AMSmath]
\sideset	`$\sideset{_1^2}{_3^4}\prod$` → $\sideset{_1^2}{_3^4}\prod$ [AMSmath]
\Sigma	$\Sigma$
\sigma	$\sigma$
\sim	$\sim$
\simeq	$\simeq$
\sin	$\sin$
\sinh	$\sinh$
\skew	`$\skew{18}\hat A$` → $\skew{18}\hat A$
\small	`$A \small A$` → $A \small A$
\smallfrown	$\smallfrown$ [AMSsymbols]
\smallint	$\smallint$
\smallsetminus	$\smallsetminus$ [AMSsymbols]
\smallsmile	$\smallsmile$ [AMSsymbols]
\smash	`$\sqrt{x}+ \sqrt{\smash[b]{y}} + \sqrt{z}$` → $\sqrt{x}+ \sqrt{\smash[b]{y}} + \sqrt{z}$
\smile	$\smile$
\space	=\ (backslash-space)
\spadesuit	$\spadesuit$
\sphericalangle	$\sphericalangle$ [AMSsymbols]
\sqcap	$\sqcap$
\sqcup	$\sqcup$
\sqrt	`$\sqrt2$` → $\sqrt2$
\sqsubset	$\sqsubset$ [AMSsymbols]
\sqsubseteq	$\sqsubseteq$
\sqsupset	$\sqsupset$ [AMSsymbols]
\sqsupseteq	$\sqsupseteq$
\square	$\square$ [AMSsymbols]
\stackrel	`$\stackrel a =$` → $\stackrel a =$
\star	$\star$
\strut	$\strut$
\style	Adds CSS declarations to the element
\subset	$\subset$
\Subset	$\Subset$ [AMSsymbols]
\subseteq	$\subseteq$
\subseteqq	$\subseteqq$ [AMSsymbols]
\subsetneq	$\subsetneq$ [AMSsymbols]
\subsetneqq	$\subsetneqq$ [AMSsymbols]
\substack	`$\sum\limits_{\substack{0\le i\le m\\0\lt j\lt n}}P(i,j)$` → $\sum\limits_{\substack{0\le i\le m\\0\lt j\lt n}}P(i,j)$ [AMSmath]
\succ	$\succ$
\succapprox	$\succapprox$ [AMSsymbols]
\succcurlyeq	$\succcurlyeq$ [AMSsymbols]
\succeq	$\succeq$
\succnapprox	$\succnapprox$ [AMSsymbols]
\succneqq	$\succneqq$ [AMSsymbols]
\succnsim	$\succnsim$ [AMSsymbols]
\succsim	$\succsim$ [AMSsymbols]
\sum	$\sum$
\sup	$\sup$
\supset	$\supset$
\Supset	$\Supset$ [AMSsymbols]
\supseteq	$\supseteq$
\supseteqq	$\supseteqq$ [AMSsymbols]
\supsetneq	$\supsetneq$ [AMSsymbols]
\supsetneqq	$\supsetneqq$ [AMSsymbols]
\surd	$\surd$
\swarrow	$\swarrow$

\tag	\[x=\alpha+\beta\tag{1-1}\] [AMSmath]
\tan	$\tan$
\tanh	$\tanh$
\tau	$\tau$
\tbinom	`$\tbinom na$` → $\tbinom na$ [AMSmath]
\TeX	$\TeX$
\text	`$\text{if $n\gt0$, then...}$` → $\text{if $n\gt0$, then...}$
\textbf	$\textbf{ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\textit	$\textit{ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\textrm	$\textrm{ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\textstyle	$\textstyle{abc}$
\tfrac	$\tfrac 12$ [AMSmath]
\therefore	$\therefore$ [AMSsymbols]
\Theta	$\Theta$
\theta	$\theta$
\thickapprox	$\thickapprox$ [AMSsymbols]
\thicksim	$\thicksim$ [AMSsymbols]
\thinspace	$a \thinspace b$
\tilde	$\tilde A$
\times	$\times$
\tiny	$\tiny{abc}$
\Tiny	$\Tiny{abc}$ [non-standard]
\to	$\to$
\toggle	\toggle{m1}{m2} toggles {m1} and {m2} [require action.js]
\top	$\top$
\triangle	$\triangle$
\triangledown	$\triangledown$ [AMSsymbols]
\triangleleft	$\triangleleft$
\trianglelefteq	$\trianglelefteq$ [AMSsymbols]
\triangleq	$\triangleq$ [AMSsymbols]
\triangleright	$\triangleright$
\trianglerighteq	$\trianglerighteq$ [AMSsymbols]
\tt	$\tt{ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}$
\twoheadleftarrow	$\twoheadleftarrow$ [AMSsymbols]
\twoheadrightarrow	$\twoheadrightarrow$ [AMSsymbols]

\ulcorner	$\ulcorner$ [AMSsymbols]
\underbrace	$\underbrace {a \times a}$
\underleftarrow	$\underleftarrow{abc}$
\underleftrightarrow	$\underleftrightarrow{abc}$
\underline	$20\underline{1}5$
\underrightarrow	$\underrightarrow{abc}$
\underset	`$x\underset{f}{\rightarrow}y$` → $x\underset{f}{\rightarrow}y$
\unicode	`$\unicode{x72B}$` → $\unicode{x72B}$ [unicode][non-standard] see http://en.wikipedia.org/wiki/Unicode
\unlhd	$\unlhd$ [AMSsymbols]
\unrhd	$\unrhd$ [AMSsymbols]
\Uparrow	$\Uparrow$
\uparrow	$\uparrow$
\Updownarrow	$\Updownarrow$
\updownarrow	$\updownarrow$
\upharpoonleft	$\upharpoonleft$ [AMSsymbols]
\upharpoonright	$\upharpoonright$ [AMSsymbols]
\uplus	$\uplus$
\uproot	`$\root \uproot 3 \leftroot{-1} \alpha+\beta \of {1+\frac ab}$` → $\root \uproot 3 \leftroot{-1} \alpha+\beta \of {1+\frac ab}$
\Upsilon	$\Upsilon$
\upsilon	$\upsilon$
\upuparrows	$\upuparrows$ [AMSsymbols]
\urcorner	$\urcorner$ [AMSsymbols]

\varDelta	$\varDelta$ [AMSsymbols]
\varepsilon	$\varepsilon$
\varGamma	$\varGamma$ [AMSsymbols]
\varinjlim	$\varinjlim$ [AMSmath]
\varkappa	$\varkappa$ [AMSsymbols]
\varLambda	$\varLambda$ [AMSsymbols]
\varliminf	$\varliminf$ [AMSmath]
\varlimsup	$\varlimsup$ [AMSmath]
\varnothing	$\varnothing$ [AMSsymbols]
\varOmega	$\varOmega$ [AMSsymbols]
\varphi	$\varphi$
\varPhi	$\varPhi$ [AMSsymbols]
\varpi	$\varpi$
\varPi	$\varPi$ [AMSsymbols]
\varprojlim	$\varprojlim$ [AMSmath]
\varpropto	$\varpropto$ [AMSsymbols]
\varPsi	$\varPsi$ [AMSsymbols]
\varrho	$\varrho$
\varsigma	$\varsigma$
\varSigma	$\varSigma$ [AMSsymbols]
\varsubsetneq	$\varsubsetneq$ [AMSsymbols]
\varsubsetneqq	$\varsubsetneqq$ [AMSsymbols]
\varsupsetneq	$\varsupsetneq$ [AMSsymbols]
\varsupsetneqq	$\varsupsetneqq$ [AMSsymbols]
\vartheta	$\vartheta$
\varTheta	$\varTheta$ [AMSsymbols]
\vartriangle	$\vartriangle$ [AMSsymbols]
\vartriangleleft	$\vartriangleleft$ [AMSsymbols]
\vartriangleright	$\vartriangleright$ [AMSsymbols]
\varUpsilon	$\varUpsilon$ [AMSsymbols]
\varXi	$\varXi$ [AMSsymbols]
\vcenter	$\vcenter{\hbox{vertical center}}$
\vdash	$\vdash$
\Vdash	$\Vdash$ [AMSsymbols]
\vDash	$\vDash$ [AMSsymbols]
\vdots	$\vdots$
\vec	$\vec v$
\vee	$\vee$
\veebar	$\veebar$ [AMSsymbols]
\verb	`$\verb#This is an example.#$` → $\verb#This is an example.#$ [verb]
\Vert	$\Vert$
\vert	$\vert$
\vphantom	$\vphantom{\frac12}$ vertical phantom
\Vvdash	$\Vvdash$ [AMSsymbols]

\wedge	$\wedge$
\widehat	$\widehat A$
\widetilde	$\widetilde A$
\wp	$\wp$
\wr	$\wr$

\Xi	$\Xi$
\xi	$\xi$
\xcancel	strikeout with x [require cancel.js]
\xleftarrow	`$A\xleftarrow[S]{n-1}B $` → $A\xleftarrow[S]{n-1}B $ [AMSmath]
\xlongequal	[require extpfeil.js]
\xmapsto	[require extpfeil.js]
\xrightarrow	`$A\xrightarrow[T]{n+1}B$` → $A \xrightarrow[T]{n+1}B$ [AMSmath]
\xtofrom	[require extpfeil.js]
\xtwoheadleftarrow	[require extpfeil.js]
\xtwoheadrightarrow	[require extpfeil.js]

\yen	$\yen$ [AMSsymbols]

\zeta

$\zeta$

Environments

$\LaTeX$ environments of the form \begin{XXX} ... \end{XXX} are provided where XXX is one of the following:

align align*	$\begin{align} (a+b)^3 &= (a+b)^2(a+b)\\&=a^3+3a^2b+3ab^2+b^3\end{align}$ [AMSmath]
alignat alignat*	$\begin{alignat}{2} x&=y &&\qquad \text{by (1)}\\ x+x'&=y+y' &&\qquad \text{by (2)} \end{alignat}$ [AMSmath]
aligned	$\begin{equation} \left.\begin{aligned} B'&=-\partial\times E,\\ E'&=\partial\times B - 4\pi j, \end{aligned} \right\} \qquad \text{Maxwell's equations} \end{equation}$ [AMSmath]
alignedat	$\begin{equation} f(x)= \left\{ \begin{alignedat}{2} &x=y &&\qquad \text{by (1)}\\ &x+x'=y+y' &&\qquad \text{by (2)} \end{alignedat} \right. \end{equation}$ [AMSmath]
array	$\left[\begin{array}{cc\|c} 1 &0 &a \\ 0 & 1 & b\end{array}\right] $
Bmatrix	$\begin{Bmatrix} 1 &0\\0 &1 \end{Bmatrix}$
bmatrix	$\begin{bmatrix} 1 &0\\0 &1 \end{bmatrix}$
cases	$f_{n}=\begin{cases} 0& \text{if $n$ is odd},\\ 1& \text{if $n$ is even}. \end{cases}$
eqnarray eqnarray*	$\begin{eqnarray} T(n) & = f(n - 1) + n \\ T(n) & \leq f(n) \end{eqnarray}$
equation equation*	$\begin{equation} f(x+2)=f(x+1)+f(x) \tag{1} \end{equation}$
gather gather*	$\begin{gather} first\quad equation\\ \begin{split} second & equation\\ & on\quad two\quad lines \end{split} \\ third\quad equation \end{gather}$ [AMSmath]
gathered	$\begin{gathered} xyz \\ \text{text underneath} \end{gathered} $ [AMSmath]
matrix	$\left(\begin{matrix} 1 &0\\0 &1 \end{matrix}\right)$
multline multline*	$\begin{multline} a+b+c+d+e+f\\ +i+j+k+l+m+n \end{multline} $ [AMSmath]
pmatrix	$E=\begin{pmatrix} 1 &0\\0 &1 \end{pmatrix}$
smallmatrix	$E=\left(\begin{smallmatrix} 1 &0\\0 &1 \end{smallmatrix}\right)$ [AMSmath]
split	$\begin{gather} first\quad equation\\ \begin{split} second & equation\\ & on\quad two\quad lines \end{split} \\ third\quad equation \end{gather}$ [AMSmath]
subarray	$\sum_{\begin{subarray}{l} i\in I\\ 1\lt j\lt m \end{subarray}} Q(i,j)$ [AMSmath]
Vmatrix	$\begin{Vmatrix} 1 &0\\0 &1 \end{Vmatrix}$
vmatrix	$\begin{vmatrix} 1 &0\\0 &1 \end{vmatrix}$

\above	`\(1\above 0.5pt 2\)` → \(1\above 0.5pt 2\)
\abovewithdelims	`\(p\abovewithdelims(]0.5pt q\)` → \(p\abovewithdelims(]0.5pt q\)
\acute	\(\acute A\)
\aleph	\(\aleph\)
\alpha	\(\alpha\)
\amalg	\(\amalg\)
\And	\(\And\)
\angle	\(\angle\)
\approx	\(\approx\)
\approxeq	\(\approxeq\) [AMSsymbols]
\arccos	\(\arccos\)
\arcsin	\(\arcsin\)
\arctan	\(\arctan\)
\arg	\(\arg\)
\array	`\(\array{1 & 2\\3 & 4}\)` → \(\array{1 & 2\\3 & 4}\)
\Arrowvert	\(\Arrowvert\)
\arrowvert	\(\arrowvert\)
\ast	\(\ast\)
\asymp	\(\asymp\)
\atop	`\(1\atop2\)` → \(1\atop2\)
\atopwithdelims	`\(a\atopwithdelims(] b\)` → \(a\atopwithdelims(] b\)

\backepsilon	\(\backepsilon\) [AMSsymbols]
\backprime	\(\backprime\) [AMSsymbols]
\backsim	\(\backsim\) [AMSsymbols]
\backsimeq	\(\backsimeq\) [AMSsymbols]
\backslash	\(\backslash\)
\bar	`\(\bar{A}\)` → \(\bar{A}\)
\barwedge	\(\barwedge\) [AMSsymbols]
\Bbb	`\(\Bbb{AB}\)` → \(\Bbb{AB}\)
\Bbbk	\(\Bbbk\) [AMSsymbols]
\bbox	\(\bbox[yellow, 1pt, border:2px solid red]{a+a=2a}\)
\bcancel	strikeout from upper left to lower right [require cancel.js]
\because	\(\because\) [AMSsymbols]
\begin	see Environments ( at the bottom of this page)
\begingroup	with \endgroup localizing macro definitions
\beta	\(\beta\)
\beth	\(\beth\) [AMSsymbols]
\between	\(\between\) [AMSsymbols]
\bf	\(\bf{ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}\)
\Big	\(\Big[\) \(\Big]\) \(\Big\|\) \(\Big/\) \(\Big(\) \(\Big)\)
\big	\(\big[\) \(\big]\) \(\big\|\) \(\big/\) \(\big(\) \(\big)\)
\bigcap	\(\bigcap\)
\bigcirc	\(\bigcirc\)
\bigcup	\(\bigcup\)
\Bigg	\(\Bigg[\) \(\Bigg]\) \(\Bigg\|\) \(\Bigg/\) \(\Bigg(\) \(\Bigg)\)
\bigg	\(\bigg[\) \(\bigg]\) \(\bigg\|\) \(\bigg/\) \(\bigg(\) \(\bigg)\)
\Biggl	\(\Biggl[\) \(\Biggl\|\) \(\Biggl/\) \(\Biggl(\)
\biggl	\(\biggl[\) \(\biggl\|\) \(\biggl/\) \(\biggl(\)
\Biggm	\(\Biggm\|\) \(\Biggm\\|\)
\biggm	\(\biggm\|\) \(\biggm\\|\)
\Biggr	\(\Biggr]\) \(\Biggr\|\) \(\Biggr/\) \(\Biggr)\)
\biggr	\(\biggr]\) \(\biggr\|\) \(\biggr/\) \(\biggr)\)
\Bigl	\(\Bigl[\) \(\Bigl\|\) \(\Bigl/\) \(\Bigl(\)
\bigl	\(\bigl[\) \(\bigl\|\) \(\bigl/\) \(\bigl(\)
\Bigm	\(\Bigm\|\) \(\Bigm\\|\)
\bigm	\(\bigm\|\) \(\bigm\\|\)
\bigodot	\(\bigodot\)
\bigoplus	\(\bigoplus\)
\bigotimes	\(\bigotimes\)
\Bigr	\(\Bigr]\) \(\Bigr\|\) \(\Bigr/\) \(\Bigr)\)
\bigr	\(\bigr]\) \(\bigr\|\) \(\bigr/\) \(\bigr)\)
\bigsqcup	\(\bigsqcup\)
\bigstar	\(\bigstar\) [AMSsymbols]
\bigtriangledown	\(\bigtriangledown\)
\bigtriangleup	\(\bigtriangleup\)
\biguplus	\(\biguplus\)
\bigvee	\(\bigvee\)
\bigwedge	\(\bigwedge\)
\binom	`\(\binom nk\)` → \(\binom nk\) [AMSmath]
\blacklozenge	\(\blacklozenge\) [AMSsymbols]
\blacksquare	\(\blacksquare\) [AMSsymbols]
\blacktriangle	\(\blacktriangle\) [AMSsymbols]
\blacktriangledown	\(\blacktriangledown\) [AMSsymbols]
\blacktriangleleft	\(\blacktriangleleft\) [AMSsymbols]
\blacktriangleright	\(\blacktriangleright\) [AMSsymbols]
\bmod	\(\bmod\)
\boldsymbol	\(\boldsymbol {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}\) [boldsymbol]
\bot	\(\bot\)
\bowtie	\(\bowtie\)
\Box	\(\Box\) [AMSsymbols]
\boxdot	\(\boxdot\) [AMSsymbols]
\boxed	`\(\boxed{1+1=2}\)` → \(\boxed{1+1=2}\) [AMSmath]
\boxminus	\(\boxminus\) [AMSsymbols]
\boxplus	\(\boxplus\) [AMSsymbols]
\boxtimes	\(\boxtimes\) [AMSsymbols]
\brace	`\(1\brace2\)` → \(1\brace2\)
\bracevert	\(\bracevert\)
\brack	`\(1\brack2\)` → \(1\brack2\)
\breve	\(\breve A\)
\buildrel	`\(\buildrel k=0\over\longrightarrow\)` → \(\buildrel k=0\over\longrightarrow\)
\bullet	\(\bullet\)
\Bumpeq	\(\Bumpeq\) [AMSsymbols]
\bumpeq	\(\bumpeq\) [AMSsymbols]

\cal	\(\cal {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}\)
\cancel	strikeout from lower left to upper right [require cancel.js]
\cancelto	\cancelto{val}{math} strikeout math with an arrow going to value [require cancel.js]
\cap	\(\cap\)
\Cap	\(\Cap\) [AMSsymbols]
\cases	`\(f(x)=\cases {1 &\text{for $x>0$}\\0 &\text{for $x\leq0$}}\)` → \(f(x)=\cases {1 &\text{for $x>0$}\\0 &\text{for $x\leq0$}}\)
\cdot	\(\cdot\)
\cdotp	\(\cdotp\)
\cdots	\(\cdots\)
\ce	[require mhchem.js] http://www.ctan.org/pkg/mhchem
\cee	[require mhchem.js] http://www.ctan.org/pkg/mhchem
\centerdot	\(\centerdot\) [AMSsymbols]
\cfrac	`\(1+\cfrac{2}{1+\cfrac{2}{1+\cfrac{2}{\cdots}}} \)` → \(1+\cfrac{2}{1+\cfrac{2}{1+\cfrac{2}{\cdots}}} \) [AMSmath]
\check	\(\check A\)
\checkmark	\(\checkmark\) [AMSsymbols]
\chi	\(\chi\)
\choose	`\( n \choose a \)` → \( n \choose a \)
\circ	\(\circ\)
\circeq	\(\circeq\) [AMSsymbols]
\circlearrowleft	\(\circlearrowleft\) [AMSsymbols]
\circlearrowright	\(\circlearrowright\) [AMSsymbols]
\circledast	\(\circledast\) [AMSsymbols]
\circledcirc	\(\circledcirc\) [AMSsymbols]
\circleddash	\(\circleddash\) [AMSsymbols]
\circledR	\(\circledR\) [AMSsymbols]
\circledS	\(\circledS\) [AMSsymbols]
\class	allows CSS to style the element
\clubsuit	\(\clubsuit\)
\colon	\(\colon\)
\color	`\(\color{red}{f(x)=x^2}\)` → \(\color{red}{f(x)=x^2}\)
\colorbox	[require color.js]
\complement	\(\complement\) [AMSsymbols]
\cong	\(\cong\)
\coprod	\(\coprod\)
\cos	\(\cos\)
\cosh	\(\cosh\)
\cot	\(\cot\)
\coth	\(\coth\)
\cr	carriage return
\csc	\(\csc\)
\cssId	allows CSS to style the element
\cup	\(\cup\)
\Cup	\(\Cup\) [AMSsymbols]
\curlyeqprec	\(\curlyeqprec\) [AMSsymbols]
\curlyeqsucc	\(\curlyeqsucc\) [AMSsymbols]
\curlyvee	\(\curlyvee\) [AMSsymbols]
\curlywedge	\(\curlywedge\) [AMSsymbols]
\curvearrowleft	\(\curvearrowleft\) [AMSsymbols]
\curvearrowright	\(\curvearrowright\) [AMSsymbols]

\dagger	\(\dagger\)
\daleth	\(\daleth\) [AMSsymbols]
\dashleftarrow	\(\dashleftarrow\) [AMSsymbols]
\dashrightarrow	\(\dashrightarrow\) [AMSsymbols]
\dashv	\(\dashv\)
\dbinom	\(\dbinom pq\) [AMSmath]
\ddagger	\(\ddagger\)
\ddddot	\(\ddddot A\) [AMSmath]
\dddot	\(\dddot A\) [AMSmath]
\ddot	\(\ddot A\)
\ddots	\(\ddots\)
\DeclareMathOperator	`\(\DeclareMathOperator{\argmax}{arg\,max} \argmax_c f(c)\)` → \(\DeclareMathOperator{\argmax}{arg\,max} \argmax_c f(c)\) [AMSmath]
\defineColor	[require color.js]
\def	`\(\def\ab{\alpha^2+\beta^2} \sqrt{\ab}\)` → \(\def\ab{\alpha^2+\beta^2} \sqrt{\ab}\) [newcommand]
\deg	\(\deg\)
\Delta	\(\Delta\)
\delta	\(\delta\)
\det	\(\det\)
\dfrac	\(\dfrac 12\) [AMSmath]
\diagdown	\(\diagdown\) [AMSsymbols]
\diagup	\(\diagup\) [AMSsymbols]
\diamond	\(\diamond\)
\Diamond	\(\Diamond\) [AMSsymbols]
\diamondsuit	\(\diamondsuit\)
\digamma	\(\digamma\) [AMSsymbols]
\dim	\(\dim\)
\displaylines	`\(\displaylines{a+b=c\\x+y=z}\)` → \(\displaylines{a+b=c\\x+y=z}\) display several equations, centered
\displaystyle	`\(\displaystyle{\frac12}\)` → \(\displaystyle{\frac12}\)
\div	\(\div\)
\divideontimes	\(\divideontimes\) [AMSsymbols]
\dot	\(\dot A\)
\doteq	\(\doteq\)
\Doteq	\(\Doteq\) [AMSsymbols]
\doteqdot	\(\doteqdot\) [AMSsymbols]
\dotplus	\(\dotplus\) [AMSsymbols]
\dots	\(\dots\)
\dotsb	\(\dotsb\)
\dotsc	\(\dotsc\)
\dotsi	\(\dotsi\)
\dotsm	\(\dotsm\)
\dotso	\(\dotso\)
\doublebarwedge	\(\doublebarwedge\) [AMSsymbols]
\doublecap	\(\doublecap\) [AMSsymbols]
\doublecup	\(\doublecup\) [AMSsymbols]
\Downarrow	\(\Downarrow\)
\downarrow	\(\downarrow\)
\downdownarrows	\(\downdownarrows\) [AMSsymbols]
\downharpoonleft	\(\downharpoonleft\) [AMSsymbols]
\downharpoonright	\(\downharpoonright\) [AMSsymbols]

\ell	\(\ell\)
\emptyset	\(\emptyset\)
\enclose	[require enclose.js]
\end	see \begin
\endgroup	[require begingroup.js]
\enspace	space (1/2em)
\epsilon	\(\epsilon\)
\eqalign	\[\eqalign {x^2 \times x^3 &= x^{2+3} \\&= x^5}\]
\eqalignno	\[\eqalignno{a^2+b^2=c^2 &&(1)\cr a^2=c^2-b^2 &&(2)}\] display aligned equations numbered at right
\eqcirc	\(\eqcirc\) [AMSsymbols]
\eqref	AMS Automatic Equation Numbering. {turned off by default}
\eqsim	\(\eqsim\) [AMSsymbols]
\eqslantgtr	\(\eqslantgtr\) [AMSsymbols]
\eqslantless	\(\eqslantless\) [AMSsymbols]
\equiv	\(\equiv\)
\eta	\(\eta\)
\eth	\(\eth\) [AMSsymbols]
\exists	\(\exists\)
\exp	\(\exp\)

\fallingdotseq	\(\fallingdotseq\) [AMSsymbols]
\fbox	\(\fbox{1+1=2}\)
\fcolorbox	[require color.js]
\Finv	\(\Finv\) [AMSsymbols]
\flat	\(\flat\)
\forall	\(\forall\)
\frac	\(\frac 12\) [AMSmath]
\frak	\(\frak {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}\)
\frown	\(\frown\)

\Game	\(\Game\) [AMSsymbols]
\Gamma	\(\Gamma\)
\gamma	\(\gamma\)
\gcd	\(\gcd\)
\gdef	[require begingroup.js]
\ge	\(\ge\)
\genfrac	\genfrac{left-delim}{right-delim}{thickness}{mathstyle}{numerator}{denominator} [AMSmath]
\geq	\(\geq\)
\geqq	\(\geqq\) [AMSsymbols]
\geqslant	\(\geqslant\) [AMSsymbols]
\gets	\(\gets\)
\gg	\(\gg\)
\ggg	\(\ggg\) [AMSsymbols]
\gggtr	\(\gggtr\) [AMSsymbols]
\gimel	\(\gimel\) [AMSsymbols]
\global	[require begingroup.js]
\gnapprox	\(\gnapprox\) [AMSsymbols]
\gneq	\(\gneq\) [AMSsymbols]
\gneqq	\(\gneqq\) [AMSsymbols]
\gnsim	\(\gnsim\) [AMSsymbols]
\grave	\(\grave A\)
\gt	\(\gt\)
\gtrapprox	\(\gtrapprox\) [AMSsymbols]
\gtrdot	\(\gtrdot\) [AMSsymbols]
\gtreqless	\(\gtreqless\) [AMSsymbols]
\gtreqqless	\(\gtreqqless\) [AMSsymbols]
\gtrless	\(\gtrless\) [AMSsymbols]
\gtrsim	\(\gtrsim\) [AMSsymbols]
\gvertneqq	\(\gvertneqq\) [AMSsymbols]

\hat	\(\hat A\)
\hbar	\(\hbar\)
\hbox	\(\hbox{a+b=c}\)
\hdashline	`\(\begin{array} \hdashline1 & 2 \\ \hdashline 3 & 4 \\ \hdashline\end{array}\)` → \(\begin{array} \hdashline1 & 2 \\ \hdashline 3 & 4 \\ \hdashline\end{array}\)
\heartsuit	\(\heartsuit\)
\hline	`\(\begin{array}\hline1 & 2 \\ \hline3 & 4 \\ \hline\end{array}\)` → \(\begin{array}\hline1 & 2 \\ \hline3 & 4 \\ \hline\end{array}\)
\hom	\(\hom\)
\hookleftarrow	\(\hookleftarrow\)
\hookrightarrow	\(\hookrightarrow\)
\hphantom	`\(1\hphantom{aaa}+\hphantom{aaaaaa}1=2\)` → \(1\hphantom{aaa}+\hphantom{aaaaaa}1=2\)
\hskip	`\(1+\hskip 1em 1=2\)` → \(1+\hskip 1em 1=2\)
\hslash	\(\hslash\) [AMSsymbols]
\hspace	`\(\therefore 1+1=2\hspace 1em \blacksquare\)` → \(\therefore 1+1=2\hspace 1em \blacksquare\)
\Huge	\(\Huge{VERY\quad HUGE\quad SIZE}\)
\huge	\(\huge{HUGE\quad SIZE}\)

\idotsint	\(\idotsint\) [AMSmath]
\iff	\(\iff\)
\iiiint	\(\iiiint\) [AMSmath]
\iiint	\(\iiint\)
\iint	\(\iint\)
\Im	\(\Im\)
\imath	\(\imath\)
\impliedby	\(\impliedby\) [AMSsymbols]
\implies	\(\implies\) [AMSsymbols]
\in	\(\in\)
\inf	\(\inf\)
\infty	\(\infty\)
\injlim	\(\injlim\) [AMSmath]
\int	\(\int\)
\intercal	\(\intercal\) [AMSsymbols]
\intop	\(\intop\)
\iota	\(\iota\)
\it	\(\it{{ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}}\)

\kappa	\(\kappa\)
\ker	\(\ker\)
\kern	`\(\therefore\kern 1.5em 1+1=2\)` → \(\therefore\kern 1.5em 1+1=2\)

\maltese	\(\maltese\) [AMSsymbols]
\mapsto	\(\mapsto\)
\mathbb	\(\mathbb {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}\)
\mathbf	\(\mathbf {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}\)
\mathbin	`\(\mathbin \|\)` → \(\mathbin \|\) //takes an argument and treats it as a binary symbol.
\mathcal	\(\mathcal {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}\)
\mathchoice	\mathchoice {displaystyle}{text style}{scriptstyle}{scriptscriptstyle} [mathchoice]
\mathclose	\(\mathclose {A}\) //takes an argument and treats it as a closing symbol.
\mathfrak	\(\mathfrak {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}\)
\mathinner	\(\mathinner A\) //takes an argument and treats it as an inner symbol.
\mathit	\(\mathit {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}\)
\mathop	\(\mathop A\) //takes an argument and treats it as an operator symbol.
\mathopen	\(\mathopen A\) //takes an argument and treats it as an opening symbol.
\mathord	\(\mathord A\) //takes an argument and treats it as an ordinary symbol.
\mathpunct	\(\mathpunct A\) //takes an argument and treats it as a punctation symbol.
\mathrel	\(\mathrel A\) //takes an argument and treats it as a relation symbol.
\mathring	\(\mathring A\) [AMSmath]
\mathrm	\(\mathrm {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}\)
\mathscr	\(\mathscr {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}\)
\mathsf	\(\mathsf {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}\)
\mathstrut	\(\mathstrut\) =\vphantom(
\mathtip	[require action.js] [non-standard]
\mathtt	\(\mathtt {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}\)
\matrix	`\(A=\left( \matrix{1& 0 \\ 0& 1}\right)\)` → \(A=\left( \matrix{1& 0 \\ 0& 1}\right)\)
\max	\(\max\)
\mbox	\(\mbox{text}\)
\measuredangle	\(\measuredangle\) [AMSsymbols]
\mho	\(\mho\) [AMSsymbols]
\mid	\(\mid\)
\middle	`\left\{x \middle\| y\right\}` → \left\{x \middle\| y\right\}
\min	\(\min\)
\mit	\(\mit {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}\)
\mkern	`\(a+b=\mkern 12mu c\)` → \(a+b=\mkern 12mu c\)
\mmlToken	[non-standard]
\mod	\(\mod m^2\)
\models	\(\models\)
\moveleft	`\(\qquad\moveleft 4mm \hbox{abc}\)` → \(\qquad\moveleft 4mm \hbox{abc}\)
\moveright	`\(\qquad\moveright 4mm \hbox{abc}\)` → \(\qquad\moveright 4mm \hbox{abc}\)
\mp	\(\mp\)
\mskip	`\(\mskip 10mu a \mskip 20mu b \)` → \(\mskip 10mu a \mskip 20mu b \)
\mspace	`\(\mspace 10mu a \mspace 20mu b \)` → \(\mspace 10mu a \mspace 20mu b \)
\mu	\(\mu\)
\multimap	\(\multimap\) [AMSsymbols]

\nabla	\(\nabla\)
\natural	\(\natural\)
\ncong	\(\ncong\) [AMSsymbols]
\ne	\(\ne\)
\nearrow	\(\nearrow\)
\neg	\(\neg\)
\negmedspace	`\(1\negmedspace2\)` → \(1\negmedspace2\) [AMSmath]
\negthickspace	`\(1\negthickspace2\)` → \(1\negthickspace2\) [AMSmath]
\negthinspace	`\(1\negthinspace2\)` → \(1\negthinspace2\)
\neq	\(\neq\)
\newcommand	`\(\newcommand{\reci}[1]{\frac{1}{#1}} \reci x\)` → \(\newcommand{\reci}[1]{\frac{1}{#1}} \reci x\) [newcommand]
\newenvironment	\(\newenvironment{proof}{\bf{PROOF}\hskip 2em}{\blacksquare}\begin{proof}\text{This is an example.}\end{proof}\) [newcommand]
\Newextarrow	[require extpfeil.js]
\newline	=\cr
\nexists	\(\nexists\) [AMSsymbols]
\ngeq	\(\ngeq\) [AMSsymbols]
\ngeqq	\(\ngeqq\) [AMSsymbols]
\ngeqslant	\(\ngeqslant\) [AMSsymbols]
\ngtr	\(\ngtr\) [AMSsymbols]
\ni	\(\ni\)
\nLeftarrow	\(\nLeftarrow\) [AMSsymbols]
\nleftarrow	\(\nleftarrow\) [AMSsymbols]
\nLeftrightarrow	\(\nLeftrightarrow\) [AMSsymbols]
\nleftrightarrow	\(\nleftrightarrow\) [AMSsymbols]
\nleq	\(\nleq\) [AMSsymbols]
\nleqq	\(\nleqq\) [AMSsymbols]
\nleqslant	\(\nleqslant\) [AMSsymbols]
\nless	\(\nless\) [AMSsymbols]
\nmid	\(\nmid\) [AMSsymbols]
\nobreakspace	\(\nobreakspace\) [AMSmath]
\nolimits	\[\sum\nolimits_{i=1}^{k} \frac1{2^i}\]
\normalsize	`\(\scriptsize{12{\normalsize{34}}56}\)` → \(\scriptsize{12{\normalsize{34}}56}\)
\not	\(\not\)
\notag	\(\notag\) [AMSmath]
\notin	\(\notin\)
\nparallel	\(\nparallel\) [AMSsymbols]
\nprec	\(\nprec\) [AMSsymbols]
\npreceq	\(\npreceq\) [AMSsymbols]
\nRightarrow	\(\nRightarrow\) [AMSsymbols]
\nrightarrow	\(\nrightarrow\) [AMSsymbols]
\nshortmid	\(\nshortmid\) [AMSsymbols]
\nshortparallel	\(\nshortparallel\) [AMSsymbols]
\nsim	\(\nsim\) [AMSsymbols]
\nsubseteq	\(\nsubseteq\) [AMSsymbols]
\nsubseteqq	\(\nsubseteqq\) [AMSsymbols]
\nsucc	\(\nsucc\) [AMSsymbols]
\nsucceq	\(\nsucceq\) [AMSsymbols]
\nsupseteq	\(\nsupseteq\) [AMSsymbols]
\nsupseteqq	\(\nsupseteqq\) [AMSsymbols]
\ntriangleleft	\(\ntriangleleft\) [AMSsymbols]
\ntrianglelefteq	\(\ntrianglelefteq\) [AMSsymbols]
\ntriangleright	\(\ntriangleright\) [AMSsymbols]
\ntrianglerighteq	\(\ntrianglerighteq\) [AMSsymbols]
\nu	\(\nu\)
\nVDash	\(\nVDash\) [AMSsymbols]
\nVdash	\(\nVdash\) [AMSsymbols]
\nvDash	\(\nvDash\) [AMSsymbols]
\nvdash	\(\nvdash\) [AMSsymbols]
\nwarrow	\(\nwarrow\)

\odot	\(\odot\)
\oint	\(\oint\)
\oldstyle	\(\oldstyle {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}\)
\Omega	\(\Omega\)
\omega	\(\omega\)
\omicron	\(\omicron\)
\ominus	\(\ominus\)
\operatorname	`\(\operatorname{rank}(x)\)` → \(\operatorname{rank}(x)\) [AMSmath]
\oplus	\(\oplus\)
\oslash	\(\oslash\)
\otimes	\(\otimes\)
\over	`\(1\over2\)` → \(1\over2\)
\overbrace	\(\overbrace {abc}\)
\overleftarrow	\(\overleftarrow {abc}\)
\overleftrightarrow	\(\overleftrightarrow {abc}\)
\overline	\(\overline{AB}\)
\overrightarrow	\(\overrightarrow{abc}\)
\overset	`\(x\overset{f}{\rightarrow}y\)` → \(x\overset{f}{\rightarrow}y\)
\overwithdelims	`\(a\overwithdelims(] b\)` → \(a\overwithdelims(] b\)
\owns	\(\owns\)

\parallel	\(\parallel\)
\partial	\(\partial\)
\perp	\(\perp\)
\phantom	`\(a\phantom{bc}d\)` → \(a\phantom{bc}d\)
\Phi	\(\Phi\)
\phi	\(\phi\)
\Pi	\(\Pi\)
\pi	\(\pi\)
\pitchfork	\(\pitchfork\) [AMSsymbols]
\pm	\(\pm\)
\pmatrix	`\(A=\pmatrix{1&0\\0&1}\)` → \(A=\pmatrix{1&0\\0&1}\)
\pmb	`\(\pmb{A}_{\pmb{\infty}}\)` → \(\pmb{A}_{\pmb{\infty}}\)
\pmod	`\(ax+by\equiv 1 \pmod{d}\)` → \(ax+by\equiv 1 \pmod{d}\)
\pod	`\(x\equiv y\pod d\)` → \(x\equiv y\pod d\)
\Pr	\(\Pr\)
\prec	\(\prec\)
\precapprox	\(\precapprox\) [AMSsymbols]
\preccurlyeq	\(\preccurlyeq\) [AMSsymbols]
\preceq	\(\preceq\)
\precnapprox	\(\precnapprox\) [AMSsymbols]
\precneqq	\(\precneqq\) [AMSsymbols]
\precnsim	\(\precnsim\) [AMSsymbols]
\precsim	\(\precsim\) [AMSsymbols]
\prime	\(\prime\)
\prod	\(\prod\)
\projlim	\(\projlim\) [AMSmath]
\propto	\(\propto\)
\Psi	\(\Psi\)
\psi	\(\psi\)

\raise	`\(\rlap{\int}\raise 1.2em \hbox{k}\)` → \(\rlap{\int}\raise 1.2em \hbox{k}\)
\rangle	\(\rangle\)
\rbrace	\(\rbrace\)
\rbrack	\(\rbrack\)
\rceil	\(\rceil\)
\Re	\(\Re\)
\renewcommand	`\(\newcommand{\water}{water}\water \hskip 2em \renewcommand{\water}{H_2O}\water\)` → \(\newcommand{\water}{water}\water \hskip 2em \renewcommand{\water}{H_2O}\water\) [newcommand]
\renewenvironment	[newcommand]
\require	load extension [non-standard]
\restriction	\(\restriction\) [AMSsymbols]
\rfloor	\(\rfloor\)
\rgroup	\(\rgroup\)
\rhd	\(\rhd\) [AMSsymbols]
\rho	\(\rho\)
\right	\(\left. 2^{10} \right) ~ \left. 2^{10}\right] ~ \left. 2^{10} \right/ ~ \left. 2^{10} \right\|\)
\Rightarrow	\(\Rightarrow\)
\rightarrow	\(\rightarrow\)
\rightarrowtail	\(\rightarrowtail\) [AMSsymbols]
\rightharpoondown	\(\rightharpoondown\)
\rightharpoonup	\(\rightharpoonup\)
\rightleftarrows	\(\rightleftarrows\) [AMSsymbols]
\rightleftharpoons	\(\rightleftharpoons\) [AMSsymbols]
\rightrightarrows	\(\rightrightarrows\) [AMSsymbols]
\rightsquigarrow	\(\rightsquigarrow\) [AMSsymbols]
\rightthreetimes	\(\rightthreetimes\) [AMSsymbols]
\risingdotseq	\(\risingdotseq\) [AMSsymbols]
\rlap	`\(\rlap{\int}\lower 1.2em \hbox{n=k}\)` → \(\rlap{\int}\lower 1.2em \hbox{n=k}\)
\rm	\(\rm {ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}\)
\rmoustache	\(\rmoustache\)
\root	`\(\root3\of2\)` → \(\root3\of2\)
\Rrightarrow	\(\Rrightarrow\) [AMSsymbols]
\Rsh	\(\Rsh\) [AMSsymbols]
\rtimes	\(\rtimes\) [AMSsymbols]
\Rule	\(\begin{bmatrix} 1 &0 \\ 0 & 1 \end{bmatrix} \quad \Rule{1px}{1.4em}{0.9em} \quad \begin{bmatrix} a\\b \end{bmatrix} \) [non-standard]
\rVert	\(\rVert\) [AMSmath]
\rvert	\(\rvert\) [AMSmath]

\S	\(\S\)
\scr	\(\frac12\quad\scr{\frac12}\)
\scriptscriptstyle	\(\frac12\quad\scriptscriptstyle{\frac12}\)
\scriptsize	\(\frac12\quad\scriptsize{\frac12}\)
\scriptstyle	\(\frac12\quad\scriptstyle{\frac12}\)
\searrow	\(\searrow\)
\sec	\(\sec\)
\setminus	\(\setminus\)
\sf	\(\sf{ABCDEFGHIJKLMNOPQRSTUVWXYZ1234567890}\)
\sharp	\(\sharp\)
\shortmid	\(\shortmid\) [AMSsymbols]
\shortparallel	\(\shortparallel\) [AMSsymbols]
\shoveleft	\[\begin{multline}x_{1}+ x_{2}+ x_{3}\\\shoveleft{+ x_{4}+ x_{5}+ x_{6}}\\=x_{1}+ x_{2}+ x_{3}+x_{4} + x_{5}+ x_{6}\end{multline}\] [AMSmath]
\shoveright	\[\begin{multline}x_{1}+ x_{2}+ x_{3}\\\shoveright{+ x_{4}+ x_{5}+ x_{6}}\\=x_{1}+ x_{2}+ x_{3}+x_{4} + x_{5}+ x_{6}\end{multline}\] [AMSmath]
\sideset	`\(\sideset{_1^2}{_3^4}\prod\)` → \(\sideset{_1^2}{_3^4}\prod\) [AMSmath]
\Sigma	\(\Sigma\)
\sigma	\(\sigma\)
\sim	\(\sim\)
\simeq	\(\simeq\)
\sin	\(\sin\)
\sinh	\(\sinh\)
\skew	`\(\skew{18}\hat A\)` → \(\skew{18}\hat A\)
\small	`\(A \small A\)` → \(A \small A\)
\smallfrown	\(\smallfrown\) [AMSsymbols]
\smallint	\(\smallint\)
\smallsetminus	\(\smallsetminus\) [AMSsymbols]
\smallsmile	\(\smallsmile\) [AMSsymbols]
\smash	`\(\sqrt{x}+ \sqrt{\smash[b]{y}} + \sqrt{z}\)` → \(\sqrt{x}+ \sqrt{\smash[b]{y}} + \sqrt{z}\)
\smile	\(\smile\)
\space	=\ (backslash-space)
\spadesuit	\(\spadesuit\)
\sphericalangle	\(\sphericalangle\) [AMSsymbols]
\sqcap	\(\sqcap\)
\sqcup	\(\sqcup\)
\sqrt	`\(\sqrt2\)` → \(\sqrt2\)
\sqsubset	\(\sqsubset\) [AMSsymbols]
\sqsubseteq	\(\sqsubseteq\)
\sqsupset	\(\sqsupset\) [AMSsymbols]
\sqsupseteq	\(\sqsupseteq\)
\square	\(\square\) [AMSsymbols]
\stackrel	`\(\stackrel a =\)` → \(\stackrel a =\)
\star	\(\star\)
\strut	\(\strut\)
\style	Adds CSS declarations to the element
\subset	\(\subset\)
\Subset	\(\Subset\) [AMSsymbols]
\subseteq	\(\subseteq\)
\subseteqq	\(\subseteqq\) [AMSsymbols]
\subsetneq	\(\subsetneq\) [AMSsymbols]
\subsetneqq	\(\subsetneqq\) [AMSsymbols]
\substack	`\(\sum\limits_{\substack{0\le i\le m\\0\lt j\lt n}}P(i,j)\)` → \(\sum\limits_{\substack{0\le i\le m\\0\lt j\lt n}}P(i,j)\) [AMSmath]
\succ	\(\succ\)
\succapprox	\(\succapprox\) [AMSsymbols]
\succcurlyeq	\(\succcurlyeq\) [AMSsymbols]
\succeq	\(\succeq\)
\succnapprox	\(\succnapprox\) [AMSsymbols]
\succneqq	\(\succneqq\) [AMSsymbols]
\succnsim	\(\succnsim\) [AMSsymbols]
\succsim	\(\succsim\) [AMSsymbols]
\sum	\(\sum\)
\sup	\(\sup\)
\supset	\(\supset\)
\Supset	\(\Supset\) [AMSsymbols]
\supseteq	\(\supseteq\)
\supseteqq	\(\supseteqq\) [AMSsymbols]
\supsetneq	\(\supsetneq\) [AMSsymbols]
\supsetneqq	\(\supsetneqq\) [AMSsymbols]
\surd	\(\surd\)
\swarrow	\(\swarrow\)

\ulcorner	\(\ulcorner\) [AMSsymbols]
\underbrace	\(\underbrace {a \times a}\)
\underleftarrow	\(\underleftarrow{abc}\)
\underleftrightarrow	\(\underleftrightarrow{abc}\)
\underline	\(20\underline{1}5\)
\underrightarrow	\(\underrightarrow{abc}\)
\underset	`\(x\underset{f}{\rightarrow}y\)` → \(x\underset{f}{\rightarrow}y\)
\unicode	`\(\unicode{x72B}\)` → \(\unicode{x72B}\) [unicode][non-standard] see http://en.wikipedia.org/wiki/Unicode
\unlhd	\(\unlhd\) [AMSsymbols]
\unrhd	\(\unrhd\) [AMSsymbols]
\Uparrow	\(\Uparrow\)
\uparrow	\(\uparrow\)
\Updownarrow	\(\Updownarrow\)
\updownarrow	\(\updownarrow\)
\upharpoonleft	\(\upharpoonleft\) [AMSsymbols]
\upharpoonright	\(\upharpoonright\) [AMSsymbols]
\uplus	\(\uplus\)
\uproot	`\(\root \uproot 3 \leftroot{-1} \alpha+\beta \of {1+\frac ab}\)` → \(\root \uproot 3 \leftroot{-1} \alpha+\beta \of {1+\frac ab}\)
\Upsilon	\(\Upsilon\)
\upsilon	\(\upsilon\)
\upuparrows	\(\upuparrows\) [AMSsymbols]
\urcorner	\(\urcorner\) [AMSsymbols]

\varDelta	\(\varDelta\) [AMSsymbols]
\varepsilon	\(\varepsilon\)
\varGamma	\(\varGamma\) [AMSsymbols]
\varinjlim	\(\varinjlim\) [AMSmath]
\varkappa	\(\varkappa\) [AMSsymbols]
\varLambda	\(\varLambda\) [AMSsymbols]
\varliminf	\(\varliminf\) [AMSmath]
\varlimsup	\(\varlimsup\) [AMSmath]
\varnothing	\(\varnothing\) [AMSsymbols]
\varOmega	\(\varOmega\) [AMSsymbols]
\varphi	\(\varphi\)
\varPhi	\(\varPhi\) [AMSsymbols]
\varpi	\(\varpi\)
\varPi	\(\varPi\) [AMSsymbols]
\varprojlim	\(\varprojlim\) [AMSmath]
\varpropto	\(\varpropto\) [AMSsymbols]
\varPsi	\(\varPsi\) [AMSsymbols]
\varrho	\(\varrho\)
\varsigma	\(\varsigma\)
\varSigma	\(\varSigma\) [AMSsymbols]
\varsubsetneq	\(\varsubsetneq\) [AMSsymbols]
\varsubsetneqq	\(\varsubsetneqq\) [AMSsymbols]
\varsupsetneq	\(\varsupsetneq\) [AMSsymbols]
\varsupsetneqq	\(\varsupsetneqq\) [AMSsymbols]
\vartheta	\(\vartheta\)
\varTheta	\(\varTheta\) [AMSsymbols]
\vartriangle	\(\vartriangle\) [AMSsymbols]
\vartriangleleft	\(\vartriangleleft\) [AMSsymbols]
\vartriangleright	\(\vartriangleright\) [AMSsymbols]
\varUpsilon	\(\varUpsilon\) [AMSsymbols]
\varXi	\(\varXi\) [AMSsymbols]
\vcenter	\(\vcenter{\hbox{vertical center}}\)
\vdash	\(\vdash\)
\Vdash	\(\Vdash\) [AMSsymbols]
\vDash	\(\vDash\) [AMSsymbols]
\vdots	\(\vdots\)
\vec	\(\vec v\)
\vee	\(\vee\)
\veebar	\(\veebar\) [AMSsymbols]
\verb	`\(\verb#This is an example.#\)` → \(\verb#This is an example.#\) [verb]
\Vert	\(\Vert\)
\vert	\(\vert\)
\vphantom	\(\vphantom{\frac12}\) vertical phantom
\Vvdash	\(\Vvdash\) [AMSsymbols]

\wedge	\(\wedge\)
\widehat	\(\widehat A\)
\widetilde	\(\widetilde A\)
\wp	\(\wp\)
\wr	\(\wr\)

\Xi	\(\Xi\)
\xi	\(\xi\)
\xcancel	strikeout with x [require cancel.js]
\xleftarrow	`\(A\xleftarrow[S]{n-1}B \)` → \(A\xleftarrow[S]{n-1}B \) [AMSmath]
\xlongequal	[require extpfeil.js]
\xmapsto	[require extpfeil.js]
\xrightarrow	`\(A\xrightarrow[T]{n+1}B\)` → \(A \xrightarrow[T]{n+1}B\) [AMSmath]
\xtofrom	[require extpfeil.js]
\xtwoheadleftarrow	[require extpfeil.js]
\xtwoheadrightarrow	[require extpfeil.js]

align align*	\(\begin{align} (a+b)^3 &= (a+b)^2(a+b)\\&=a^3+3a^2b+3ab^2+b^3\end{align}\) [AMSmath]
alignat alignat*	\(\begin{alignat}{2} x&=y &&\qquad \text{by (1)}\\ x+x'&=y+y' &&\qquad \text{by (2)} \end{alignat}\) [AMSmath]
aligned	\(\begin{equation} \left.\begin{aligned} B'&=-\partial\times E,\\ E'&=\partial\times B - 4\pi j, \end{aligned} \right\} \qquad \text{Maxwell's equations} \end{equation}\) [AMSmath]
alignedat	\(\begin{equation} f(x)= \left\{ \begin{alignedat}{2} &x=y &&\qquad \text{by (1)}\\ &x+x'=y+y' &&\qquad \text{by (2)} \end{alignedat} \right. \end{equation}\) [AMSmath]
array	\(\left[\begin{array}{cc\|c} 1 &0 &a \\ 0 & 1 & b\end{array}\right] \)
Bmatrix	\(\begin{Bmatrix} 1 &0\\0 &1 \end{Bmatrix}\)
bmatrix	\(\begin{bmatrix} 1 &0\\0 &1 \end{bmatrix}\)
cases	\(f_{n}=\begin{cases} 0& \text{if $n$ is odd},\\ 1& \text{if $n$ is even}. \end{cases}\)
eqnarray eqnarray*	\(\begin{eqnarray} T(n) & = f(n - 1) + n \\ T(n) & \leq f(n) \end{eqnarray}\)
equation equation*	\(\begin{equation} f(x+2)=f(x+1)+f(x) \tag{1} \end{equation}\)
gather gather*	\(\begin{gather} first\quad equation\\ \begin{split} second & equation\\ & on\quad two\quad lines \end{split} \\ third\quad equation \end{gather}\) [AMSmath]
gathered	\(\begin{gathered} xyz \\ \text{text underneath} \end{gathered} \) [AMSmath]
matrix	\(\left(\begin{matrix} 1 &0\\0 &1 \end{matrix}\right)\)
multline multline*	\(\begin{multline} a+b+c+d+e+f\\ +i+j+k+l+m+n \end{multline} \) [AMSmath]
pmatrix	\(E=\begin{pmatrix} 1 &0\\0 &1 \end{pmatrix}\)
smallmatrix	\(E=\left(\begin{smallmatrix} 1 &0\\0 &1 \end{smallmatrix}\right)\) [AMSmath]
split	\(\begin{gather} first\quad equation\\ \begin{split} second & equation\\ & on\quad two\quad lines \end{split} \\ third\quad equation \end{gather}\) [AMSmath]
subarray	\(\sum_{\begin{subarray}{l} i\in I\\ 1\lt j\lt m \end{subarray}} Q(i,j)\) [AMSmath]
Vmatrix	\(\begin{Vmatrix} 1 &0\\0 &1 \end{Vmatrix}\)
vmatrix	\(\begin{vmatrix} 1 &0\\0 &1 \end{vmatrix}\)