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VIII . T YPESETTING M ATHEMATICS

Table VIII . 11 : Math Mode Accents

ˆ a ˘ a ¨ a

´ a ˇ a ˜ a

¯ a ` a

˙ a ~ a

\hat{a}

\acute{a} \check{a} \tilde{a}

\bar{a}

\dot{a} \vec{a}

\breve{a} \ddot{a}

\grave{a}

Table VIII . 12 : Some other Constructions

f abc \widetilde{abc} c abc \widehat{abc} ←− abc \overleftarrow{abc} −→ abc \overline{abc} \underline{abc} \overrightarrow{abc}

abc

abc

z}|{ abc \overbrace{abc} √ abc \sqrt{abc}

abc |{z} n √ abc abc xyz

\underbrace{abc}

\sqrt[n]{abc} \frac{abc}{xyz}

f 0

f’

Table VIII . 13 : AMS Delimiters

p

q

x

y

\ulcorner

\urcorner

\llcorner

\lrcorner

Table VIII . 14 : AMS Arrows

d ⇔ W

c

\dashrightarrow \leftleftarrows

\dashleftarrow \leftrightarrows \twoheadleftarrow \looparrowleft \curvearrowleft

\Lleftarrow

" x

\leftarrowtail

\leftrightharpoons \circlearrowleft

\Lsh

\upuparrows

\upharpoonleft

( ⇒ ⇒

\downharpoonleft

\multimap

!

\leftrightsquigarrow \rightleftarrows \rightleftarrows \rightarrowtail \rightleftharpoons \circlearrowright \downdownarrows \downharpoonright

\rightrightarrows \rightrightarrows \twoheadrightarrow \looparrowright \curvearrowright

# y

\Rsh

\upharpoonright \rightsquigarrow

Table VIII . 15 : AMS Negated Arrows

8 ;

9 =

: <

\nleftarrow \nRightarrow

\nrightarrow

\nLeftarrow

\nleftrightarrow

\nLeftrightarrow

Table VIII . 16 : AMS Greek