ofL TEXand AMS -L TEXSymbolsEmreSermutluMarch18,2008 TxfontsVersion

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TXFONTS Emre Sermutlu

Introduction TEXT

MATH

Common Greek Binary Subsets Inequalities Triangles Arrows Operators Functions Miscel.

Alphabet Brackets Dots Var. Size

EXTRA

Txfonts Textcomp Marvosym Pifont Chemarrow

Txfonts Version

of L^ATEX and AMS-L^ATEX Symbols

Emre Sermutlu

March 18, 2008

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Introduction I

About This Document

This document lists symbols in standard L^ATEX, AMS-L^ATEX and a few additional packages.

The document is optimized for viewing on a computer. I recommend using it full screen (Ctrl+L for Acrobat) and then navigating by clicking the sidebar.

This document uses the Txfonts package, which redefines many symbols.There’s another, standard version.

You may reach the latest version of both files at academic.cankaya.edu.tr/˜sermutlu. Copyright Notice

You may download, upload, post, use and distribute this pdf file freely, provided that you do not add or delete material, split, merge or in any other way modify the file.

This file is provided as is, with no warranties implied.

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Introduction II

Note About Packages

I did not separate the the AMS-L^ATEX symbols from the standard ones. Do not forget the include

\usepackage{txfonts}before \begin{document} to be able to use these symbols.

In the section Extra, I have included the packages Textcomp, Marvosym, Pifont and Chemarrow to give a taste of the rich world of L^ATEX. You need to install packages and then write

\usepackage{packagename} to access these symbols. (If you are using MiKTeX, it will install packages automatically at first usage.)

There are many more packages and thousands of symbols not included here. I recommend Scott Pakin’s The

Comprehensive LaTeX Symbol Listfor a complete listing. (It can be reached atwww.ctan.org).

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Introduction III

About the Author

Prepared by Dr. Emre Sermutlu, Department of Mathematics and Computer Science, C¸ ankaya University, Ankara-Turkey.

I started this project for my personal needs, as it was

unfeasible to browse books or search the internet every time I needed an unfamiliar symbol. I am using a computer

whenever I am using L^ATEX, so I needed a file optimized for viewing on screen, not printing on paper.

I am a fan of Beamer, which is a wonderful class for preparing Power-Point like presentations in L^ATEX. You are currently seeing the power of Beamer. You can learn more about it at:http://latex-beamer.sourceforge.net Please report errors, omissions, suggestions and any other kind of feedback [email protected].

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TEXT Symbols I

$ \$

& \&

# \#

% \%

{ \{

} \}

\-

¶ \P

§ \S

† \dag

‡ \ddag ı \i

 \j

BB \t{BB}

U¨ \"{U}

˙I \.{I}

G˜ \˜{G}

A˝ \H{A}

O` \‘{O}

Cˆ \ˆ{C}

Cˇ \v{C}

T˚ \r{T}

´P \’{P}

M˘ \u{M}

N¯ \={N}

E¯ \b{E}

S¸ \c{S}

F. \d{F}

O \textcircled{a}a

™ \texttrademark X \checkmark

£ \pounds z \maltese

• \textbullet

\ \textbackslash

| \textbar

\_

– \textendash

— \textemdash

< \textless

> \textgreater

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TEXT Symbols II

. . . \dots ł \l Ł \L ø \o Ø \O å \aa Å \AA ß \ss SS \SS æ \ae Æ \AE œ \oe Œ \OE

˜ \textasciitilde ˆ \textasciicircum

¡ \textexclamdown

¿ \textquestiondown

‘ \textquoteleft

’ \textquoteright

“ \textquotedblleft

” \textquotedblright

\textvisiblespace º \textordmasculine ª \textordfeminine

* \textasteriskcentered

· \textperiodcentered

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Common Math Symbols

Some of these symbols may appear at other tables for user convenience

, \neq 6 \leqslant

> \geqslant

≈ \approx

≡ \equiv

\cong ' \simeq

∂ \partial

∞ \infty

∇ \nabla ℵ \aleph

` \ell

∨ \vee

∧ \wedge

∀ \forall

∃ \exists

± \pm

∓ \mp

× \times

÷ \div

∪ \cup

∩ \cap

∈ \in

< \notin

\ \setminus

∅ \varnothing

⊂ \subset

⊃ \supset

· \cdot

\centerdot

→ \to

⇐⇒ \iff

$ \$

£ \pounds

% \%

& \&

{ \{

} \}

\_

¶ \P

§ \S

∗ \ast

† \dag

‡ \ddag

• \bullet o \wr

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Greek Letters

α \alpha β \beta γ \gamma δ \delta λ \lambda ω \omega ψ \psi χ \chi ρ \rho

\epsilon κ \kappa π \pi φ \phi σ \sigma

θ \theta

υ \upsilon ξ \xi τ \tau ι \iota η \eta ζ \zeta µ \mu ν \nu

% \varrho ε \varepsilon κ \varkappa

$ \varpi ϕ \varphi ς \varsigma ϑ \vartheta

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Greek and Hebrew Letters

Γ \Gamma

∆ \Delta Λ \Lambda Ω \Omega Π \Pi Φ \Phi Ψ \Psi Σ \Sigma Θ \Theta Υ \Upsilon Ξ \Xi z \digamma

Γ \varGamma

∆ \varDelta Λ \varLambda Ω \varOmega Π \varPi Φ \varPhi Ψ \varPsi Σ \varSigma Θ \varTheta Υ \varUpsilon Ξ \varXi

ℵ \aleph i \beth

ג \gimel k \daleth

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Binary Operations I

⊕ \oplus \ominus

⊗ \otimes \odot \oslash

◦ \circ \bigcirc

} \circledcirc

\circleddash

~ \circledast q \amalg

∪ \cup d \Cup t \sqcup

h \leftthreetimes ] \uplus

\boxplus \boxminus

\boxtimes

\boxdot

> \divideontimes

| \intercal u \dotplus

\ \setminus r \smallsetminus

\centerdot

\diamond

∩ \cap e \Cap u \sqcap

i \rightthreetimes

\backepsilon

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Binary Operations II

∨ \vee g \curlyvee Y \veebar n \ltimes o \rtimes a \dashv

` \vdash

\vDash \Vdash

|= \models

\Vvdash ./ \bowtie Z \Join

∵ \because

∴ \therefore

& \And

∧ \wedge f \curlywedge Z \barwedge

[ \doublebarwedge

† \dagger

‡ \ddagger 0 \nvdash 2 \nvDash 1 \nVdash 3 \nVDash t \pitchfork _ \smile

` \smallsmile

^ \frown a \smallfrown

• \bullet

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Binary Relations I

\cong

4 \preccurlyeq 2 \curlyeqprec

≺ \prec

\preceq v \precapprox - \precsim

\succ

\succeq w \succapprox

% \succsim

\ncong

< \succcurlyeq 3 \curlyeqsucc

⊀ \nprec

\npreceq

\precnapprox

\precnsim

\nsucc

\nsucceq

\succnapprox

\succnsim

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Binary Relations II

| \mid p \shortmid k \parallel q \shortparallel

∼ \sim

∼ \thicksim ' \simeq v \backsim w \backsimeq

≈ \approx

≈ \thickapprox u \approxeq

≡ \equiv

∝ \propto

∝ \varpropto ( \multimap

- \nmid . \nshortmid

∦ \nparallel / \nshortparallel / \nsim

\doteq + \doteqdot

G \between

\asymp

; \fallingdotseq : \risingdotseq l \bumpeq

m \Bumpeq

$ \circeq P \eqcirc

⊥ \perp

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Subset Relations

⊂ \subset

⊆ \subseteq j \subseteqq

@ \sqsubset v \sqsubseteq b \Subset

* \nsubseteq ( \subsetneq

\varsubsetneq

" \nsubseteqq

$ \subsetneqq

& \varsubsetneqq

⊃ \supset

⊇ \supseteq k \supseteqq A \sqsupset w \sqsupseteq c \Supset + \nsupseteq ) \supsetneq

! \varsupsetneq

# \nsupseteqq

% \supsetneqq ' \varsupsetneqq

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Inequalities I

< <

> >

6 \leqslant

> \geqslant

≤ \leq

≥ \geq 5 \leqq

= \geqq

0 \eqslantless 1 \eqslantgtr \lneq

\gneq

≮ \nless

≯ \ngtr \nleqslant \ngeqslant

\nleq

\ngeq

\nleqq

\ngeqq

\lneqq \gneqq

\lvertneqq

\gvertneqq

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Inequalities II

\ll

\gg . \lesssim

& \gtrsim / \lessapprox ' \gtrapprox

≶ \lessgtr

≷ \gtrless Q \lesseqgtr R \gtreqless

≪ \lll

≫ \ggg

\lnsim

\gnsim

\lnapprox

\gnapprox l \lessdot m \gtrdot S \lesseqqgtr T \gtreqqless

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Triangular Relations Harpoons

4 \bigtriangleup . \triangleright 7 \ntriangleright B \vartriangleright B \rhd

D \unrhd

D \trianglerighteq 4 \ntrianglerighteq I \blacktriangleright , \triangleq

5 \bigtriangledown / \triangleleft 6 \ntriangleleft C \vartriangleleft C \lhd

E \unlhd

E \trianglelefteq 5 \ntrianglelefteq J \blacktriangleleft

* \rightharpoonup + \rightharpoondown \rightleftharpoons

\upharpoonright

\downharpoonright

( \leftharpoonup ) \leftharpoondown \leftrightharpoons

\upharpoonleft

\downharpoonleft

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Arrows I

→ \rightarrow

⇒ \Rightarrow

−→ \longrightarrow

=⇒ \Longrightarrow

↑ \uparrow

⇑ \Uparrow 9 \nrightarrow

; \nRightarrow l \updownarrow m \Updownarrow

% \nearrow - \nwarrow . \swarrow

& \searrow

⇐⇒ \iff

← \leftarrow

⇐ \Leftarrow

←− \longleftarrow

⇐= \Longleftarrow

↓ \downarrow

⇓ \Downarrow 8 \nleftarrow : \nLeftarrow

= \nleftrightarrow

< \nLeftrightarrow

↔ \leftrightarrow

⇔ \Leftrightarrow

←→ \longleftrightarrow

⇐⇒ \Longleftrightarrow

! \leftrightsquigarrow

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Arrows II

⇒ \rightrightarrows

\rightleftarrows V \Rrightarrow ,→ \hookrightarrow

\rightarrowtail

# \looparrowright

\twoheadrightarrow y \curvearrowright

\circlearrowright d \dashrightarrow

\Rsh

\upuparrows 7→ \mapsto 7−→ \longmapsto

⇔ \leftleftarrows

\leftrightarrows W \Lleftarrow

←- \hookleftarrow

\leftarrowtail

" \looparrowleft

\twoheadleftarrow x \curvearrowleft \circlearrowleft c \dashleftarrow

\Lsh

\downdownarrows \rightsquigarrow { \leadsto

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Mathematical Operators

The following operators have two different sizes

Y Q

\prod

X P

\sum Z

R \int I

H \oint

" !

\iint

$ #

\iiint

& %

\iiiint

( '

\idotsint

a `

\coprod

[ S

\bigcup

\ T

\bigcap

] U

\biguplus

G F

\bigsqcup

_ W

\bigvee

^ V

\bigwedge

M L

\bigoplus

O N

\bigotimes

K J

\bigodot

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Mathematical Functions I

Pure Functions

Please note that sinx (sin x) and sin x (\sin x) look totally different.

sin \sin cos \cos tan \tan cot \cot sec \sec csc \csc ln \ln dim \dim deg \deg

arcsin \arcsin arccos \arccos arctan \arctan

arg \arg

m mod n m\mod n mmod n m\bmod n m (mod n) m\pmod n m (n) m\pod n

sinh \sinh cosh \cosh tanh \tanh coth \coth lg \lg log \log exp \exp hom \hom ker \ker

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Mathematical Functions II

Functions with Limits

The following functions may take limits below: lim

x→0

This is written as: \lim_{x \to 0}

min \min max \max inf \inf sup \sup det \det gcd \gcd Pr \Pr lim \lim

lim inf \liminf lim \varliminf lim sup \limsup lim \varlimsup inj lim \injlim lim−−→ \varinjlim proj lim \projlim lim←−− \varprojlim

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Miscellaneous Symbols I

= \Im

< \Re

℘ \wp

> \top

⊥ \bot

∀ \forall

∃ \exists

@ \nexists

¬ \neg

∈ \in

< \notin 3 \ni

{ \complement

~ \hbar } \hslash

` \ell

∂ \partial ð \eth

ı \imath

 \jmath k \Bbbk

` \Finv a \Game

∞ \infty

∅ \emptyset

∅ \varnothing

∠ \angle

] \measuredangle

^ \sphericalangle

∫ \smallint

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Miscellaneous Symbols II

∇ \nabla f \mho

\square

\Box 4 \triangle M \vartriangle O \triangledown

♦ \lozenge

√ \surd X \checkmark

] \sharp

\ \natural [ \flat 0 \prime 8 \backprime

7 \mapstochar

\ \backslash

\diagdown

\diagup

\blacksquare

^ \Diamond

N \blacktriangle H \blacktriangledown

\blacklozenge

♥ \heartsuit

♦ \diamondsuit

♠ \spadesuit

♣ \clubsuit

? \star F \bigstar r \circledR s \circledS

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Mathematical Alphabets I

ABCDEFGHI JKLMN OPQRS T UVW XYZ

abcde f ghi jklmnopqrstuvwxyz 1234567890

\mathnormal{...}

ABCDEFGHIJKLMN OPQRSTUVWXYZ

abcdefghijklmnopqrstuvwxyz 1234567890

\mathrm{...}

\mathsf{...}

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Mathematical Alphabets II

\mathbf{...}

A BC DE F G H I J K L M N OPQRS T U V W X Y Z (Include \usepackage{mathrsfs}

before \begin{document})

\mathscr{...}

ABCDEF GH IJ K LMN

OPQRST UVWXYZ \mathcal{...}

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Mathematical Alphabets III

ABCDEFGHIJKLMN OPQRSTUVWXYZ abcdefghijklmnopqrstuvwxyz 1234

\mathfrak{...}

αβπθΦΨΩ . . .

∈ ~∂∇ ← ∞∅ . . .

\boldsymbol{...}

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Mathematical Alphabets IV

\mathbb{...}

\varmathbb{...}

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Brackets

These are variable sized

( ( [ [

| \vert { \{

h \langle d \lceil b \lfloor

 \lgroup

| \lvert k \lVert z \lmoustache

| \arrowvert

\ \backslash

) ) ] ] k \Vert } \}

i \rangle e \rceil c \rfloor

 \rgroup

| \rvert k \rVert { \rmoustache

k \Arrowvert

 \bracevert

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Brackets - Math Accents

p \ulcorner x \llcorner

↑ \uparrow

↓ \downarrow l \updownarrow

q \urcorner y \lrcorner

⇑ \Uparrow

⇓ \Downarrow m \Updownarrow

˜a \tilde{a}

ˆa \hat{a}

ˇa \check{a}

~a \vec{a}

¯a \bar{a}

´a \acute{a}

`a \grave{a}

˘a \breve{a}

˙a \dot{a}

¨a \ddot{a}

...a \dddot{a}

....a \ddddot{a}

˚a \mathring{a}

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Dots

. . . \ldots lower dots

· · · \cdots center dots ... \ddots diagonal dots ... \vdots vertical dots

. . . \dotfill fill with dots . . . \dots lower or center

· · · \dotsm multiplication

· · · \dotsi dots for integrals

· · · \dotsb dots for binary op.

. . . \dotsc dots after commas . . . \dotso other dots

. \ldotp

· \cdotp

: \colon

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Variable Size Constructions

z}|{abc \overbrace{abc}

abc

|{z}

\underbrace{abc}

←−−abc \xleftarrow{abc}

−−→abc \xrightarrow{abc}

√

abc \sqrt{abc}

abcg \widetilde{abc}

dabc \widehat{abc}

abc \overline{abc}

abc \underline{abc}

−−→abc \overrightarrow{abc}

←−−abc \overleftarrow{abc}

←→

abc \overleftrightarrow{abc}

abc−−→ \underrightarrow{abc}

abc←−− \underleftarrow{abc}

abc←→ \underleftrightarrow{abc}

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Txfonts I

Include \usepackage{txfonts} before \begin{document}

\bigsqcapplus

\bigsqcupplus

! \iint

# \iiint

% \iiiint

\sqint P \sqiint R \sqiiint ' \idotsint

> \fint

\oiint ) \oiiint

\ointclockwise \ointctrclockwise H \oiintclockwise

@ \oiintctrclockwise L \oiiintclockwise D \oiiintctrclockwise

- \varointclockwise + \varointctrclockwise B \varoiintclockwise J \varoiintctrclockwise F \varoiiintclockwise N \varoiiintctrclockwise

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Txfonts II

\varprod R \circledless S \circledgtr X \lJoin Y \rJoin ] \opentimes [ \openJoin

\ \lrtimes y \Perp

\preceqq

\precneqq

\succeqq

\succneqq

( \multimap

\multimapdot

\multimapinv

\multimapdotinv

\multimapboth

\multimapdotboth

\multimapdotbothA

\multimapdotbothB

\multimapbothvert

\multimapdotbothvert

\multimapdotbothAvert

\multimapdotbothBvert

\VvDash

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Txfonts III

D \coloneq H \Coloneq B \coloneqq F \Coloneqq E \eqcolon I \Eqcolon C \eqqcolon G \Eqqcolon

\colonsim

\Colonsim \colonapprox

\Colonapprox h \eqsim

1 \varg 3 \varv 4 \varw 2 \vary

¢ \mathcent

£ \mathsterling

< \notin

= \notni J \strictif K \strictfi L \strictiff

∥ \varparallel \varparallelinv

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Txfonts IV

. \nequiv 6 \napproxeq 5 \nthickapprox

; \nsimeq + \nbacksimeq - \nasymp

* \nbacksim

$ \npreccurlyeq 9 \npreceqq

\nprecsim 7 \nprecapprox 3 \nll

\nlesssim

" \nlessapprox ' \nlessgtr

\nvarparallel \nvarparallelinv ( \nbumpeq

) \nBumpeq 1 \nVdash

h \ntwoheadleftarrow g \ntwoheadrightarrow

% \nsucccurlyeq : \nsucceqq

\nsuccsim 8 \nsuccapprox 4 \ngg

! \ngtrsim

# \ngtrapprox

& \ngtrless

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Txfonts V

V \circledbar T \circledwedge U \circledvee W \circledbslash

\medcirc

\medbullet M \invamp } \sqcapplus

| \sqcupplus

\mappedfromchar

\mmappedfromchar

\Mappedfromchar

\Mmappedfromchar

\mmapstochar

\Mmapstochar

a \nsqsubset b \nsqsupset

@ \nsqsubseteq A \nsqsupseteq

> \nSubset

? \nSupset

" \nsubseteqq

\Diamonddot _ \Diamondblack

o \lambdabar n \lambdaslash r \varheartsuit p \varclubsuit s \varspadesuit q \vardiamondsuit

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Txfonts VI

\circleright

\circleddotright

\boxright

\boxRight

\boxdotright

\boxdotRight

\Diamondright

\DiamondRight

\Diamonddotright

\DiamonddotRight t \Nearrow

u \Searrow V \Rrightarrow

e \dashleftrightarrow

\circleleft

\circleddotleft

\boxleft

\boxLeft

\boxdotleft

\boxdotLeft \Diamondleft

\DiamondLeft

\Diamonddotleft

\DiamonddotLeft v \Nwarrow

w \Swarrow

f \leftsquigarrow

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Txfonts VII

α \alphaup β \betaup γ \gammaup δ \deltaup λ \lambdaup ω \omegaup ψ \psiup

χ \chiup ρ \rhoup

\epsilonup π \piup φ \phiup σ \sigmaup θ \thetaup κ \kappaup

υ \upsilonup ξ \xiup τ \tauup ι \iotaup η \etaup ζ \zetaup µ \muup ν \nuup

% \varrhoup ε \varepsilonup

$ \varpiup ϕ \varphiup

ς \varsigmaup ϑ \varthetaup

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Textcomp I

Include \usepackage{textcomp} before \begin{document}

$ \textdollar

¢ \textcent

€ \texteuro

¥ \textyen

£ \textsterling

₤ \textlira

\textbaht

\textguarani

₫ \textdong

\textnaira

\textpeso

₩ \textwon

¤ \textcurrency ƒ \textflorin A \newtie{A}

a \newtie{a}

 \textdollaroldstyle

¢ \textcentoldstyle

₡ \textcolonmonetary

↓ \textdownarrow

→ \textrightarrow

← \textleftarrow

↑ \textuparrow

´´ \textacutedbl ˇ \textasciicaron

¯ \textasciimacron

´ \textasciiacute

¨ \textasciidieresis

`` \textgravedbl

˘ \textasciibreve

` \textasciigrave

\textrecipe

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Textcomp II

\textcircledP

\textservicemark

« \textcopyleft

® \textregistered

™ \texttrademark

° \textdegree

½ \textonehalf

¼ \textonequarter

¾ \textthreequarters

− \textminus

± \textpm

÷ \textdiv

× \texttimes

√ \textsurd

0 \textzerooldstyle 1 \textoneoldstyle 2 \texttwooldstyle 3 \textthreeoldstyle 4 \textfouroldstyle 5 \textfiveoldstyle 6 \textsixoldstyle 7 \textsevenoldstyle 8 \texteightoldstyle 9 \textnineoldstyle

¹ \textonesuperior

² \texttwosuperior

³ \textthreesuperior

¬ \textlnot

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Textcomp III

¦ \textbrokenbar

\textbardbl

¶ \textparagraph

\textpilcrow O \textbigcircle

␣ \textblank

† \textdagger

‡ \textdaggerdbl

\textdiscount

~ \texttildelow

№ \textnumero

℮ \textestimated

§ \textsection ' \textquotesingle

• \textbullet

◦ \textopenbullet

♪ \textmusicalnote

< \textlangle

> \textrangle [ \textlbrackdbl ] \textrbrackdbl \textlquill

¡ \textrquill

°C \textcelsius µ \textmu Ω \textohm M \textmho b \textborn c \textdivorced m \textmarried d \textdied l \textleaf

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Textcomp IV

※ \textreferencemark

\textpertenthousand

‰ \textperthousand

* \textasteriskcentered

· \textperiodcentered ª \textordfeminine º \textordmasculine

⁄ \textfractionsolidus - \textdblhyphen

\textdblhyphenchar

‚ \textquotestraightbase

„ \textquotestraightdblbase

\textinterrobang

\textinterrobangdown –– \textthreequartersemdash –– \texttwelveudash

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Marvosym I

Include \usepackage{marvosym} before \begin{document}

¤ \EUR D \EURdig e \EURtm d \EURcr c \EURhv

£ \Pfund

\Ecommerce

¦ \EyesDollar

¢ \Denarius

¡ \Shilling W \Anglesign

÷ \Squaredot

= \Corresponds p \Vectorarrow P \Vectorarrowhigh : \MVRightarrow ˆ \Ankh

† \Cross

‡ \Celtcross Œ \Heart ý \Bat F \FHBOlogo f \FHBOLOGO

\FullFHBO

þ \Womanface ÿ \MartinVogel

¥ \Bouquet m \Mundus Y \Yinyang

§ \Frowny ª \CircledA

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Marvosym II

0 \MVZero 1 \MVOne 2 \MVTwo 3 \MVThree 4 \MVFour

5 \MVFive 6 \MVSix 7 \MVSeven 8 \MVEight 9 \MVNine

~ \Female

\FEMALE

„ \FemaleFemale

… \FemaleMale } \Hermaphrodite

| \Male

\MALE ƒ \MaleMale { \Neutral

\HERMAPHRODITE

· \Forward

¶ \Rewind

¸ \ForwardToEnd

» \MoveDown º \MoveUp

¼ \ToTop

½ \ToBottom µ \RewindToStart

¹ \ForwardToIndex

´ \RewindToIndex

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Marvosym III

Â \Mercury Ã \Venus Ê \Earth Ä \Mars

Å \Jupiter Æ \Saturn Ç \Uranus È \Neptune

É \Pluto Á \Moon À \Sun

à \Aries á \Taurus â \Gemini ã \Cancer ä \Leo å \Virgo æ \Libra ç \Scorpio

è \Sagittarius é \Capricorn ê \Aquarius

ë \Pisces s \Cutleft

q \Cutright S \Leftscissors

Q \Rightscissors r \Cutline

R \Kutline

(47)

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MATH

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Marvosym IV

h \Biohazard C \CEsign

` \Explosionsafe j \Radioactivity

n \BSEfree J \Estatically

! \Stopsign a \Laserbeam

™ \Lsteel œ \Tsteel š \TTsteel

\RoundedTsteel Ÿ \RoundedLsteel

\RoundedTTsteel l \Force

" \Beam

# \Bearing

% \Fixedbearing

$ \Loosebearing L \Lineload

• \Circsteel

“ \Squaresteel

” \Rectsteel

’ \Hexasteel

‘ \Octosteel – \Flatsteel

› \Circpipe

— \Squarepipe

˜ \Rectpipe

& \Lefttorque ' \Righttorque

(48)

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MATH

EXTRA

Marvosym V

k \Email t \fax

v \Faxmachine E \Lightning A \Pickup z \Emailct

u \FAX B \Letter H \Mobilefone T \Telefon i \Info

@ \MVAt

® \Bicycle o \Football Z \Pointinghand

V \Checkedbox x \Gentsroom y \Ladiesroom w \Wheelchair U \Clocklogo I \Industry

b \Writinghand K \Coffeecup

X \Crossedbox Í \ComputerMouse

Ñ \ParallelPort Ð \SerialPort

Î \SerialInterface Ï \Keyboard

Ò \Printer

(49)

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MATH

EXTRA

Marvosym VI

« \CleaningA

¾ \CleaningF

¿ \CleaningFF

¬ \CleaningP

\CleaningPP

\Tumbler

\NoTumbler

¨ \NoChemicalCleaning Ë \Bleech

Ì \NoBleech

¯ \IroningI

° \IroningII

± \IroningIII

² \NoIroning

Ø \AtForty Õ \AtSixty Ó \AtNinetyFive Û \ShortThirty Ù \ShortForty

× \ShortFifty Ö \ShortSixty Ô \ShortNinetyFive Ú \SpecialForty

‰ \WashCotton Š \WashSynthetics

‹ \WashWool Ü \Handwash Ý \Dontwash

(50)

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MATH

EXTRA

Pifont I

Include \usepackage{pifont} before \begin{document}

% \ding{37}

& \ding{38}

' \ding{39}

( \ding{40}

) \ding{41}

* \ding{42}

+ \ding{43}

, \ding{44}

- \ding{45}

. \ding{46}

/ \ding{47}

0 \ding{48}

1 \ding{49}

2 \ding{50}

3 \ding{51}

4 \ding{52}

5 \ding{53}

6 \ding{54}

7 \ding{55}

8 \ding{56}

9 \ding{57}

: \ding{58}

; \ding{59}

< \ding{60}

= \ding{61}

> \ding{62}

? \ding{63}

@ \ding{64}

A \ding{65}

B \ding{66}

C \ding{67}

D \ding{68}

E \ding{69}

F \ding{70}

G \ding{71}

H \ding{72}

I \ding{73}

J \ding{74}

K \ding{75}

L \ding{76}

M \ding{77}

N \ding{78}

O \ding{79}

P \ding{80}

Q \ding{81}

R \ding{82}

S \ding{83}

T \ding{84}

(51)

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MATH

EXTRA

Pifont II

U \ding{85}

V \ding{86}

W \ding{87}

X \ding{88}

Y \ding{89}

Z \ding{90}

[ \ding{91}

\ \ding{92}

] \ding{93}

^ \ding{94}

_ \ding{95}

` \ding{96}

a \ding{97}

b \ding{98}

c \ding{99}

d \ding{100}

e \ding{101}

f \ding{102}

g \ding{103}

h \ding{104}

i \ding{105}

j \ding{106}

k \ding{107}

l \ding{108}

m \ding{109}

n \ding{110}

o \ding{111}

p \ding{112}

q \ding{113}

r \ding{114}

s \ding{115}

t \ding{116}

u \ding{117}

v \ding{118}

w \ding{119}

x \ding{120}

y \ding{121}

z \ding{122}

{ \ding{123}

| \ding{124}

} \ding{125}

~ \ding{126}

¡ \ding{161}

¢ \ding{162}

£ \ding{163}

¤ \ding{164}

¥ \ding{165}

¦ \ding{166}

(52)

Introduction TEXT

MATH

EXTRA

Pifont III

§ \ding{167}

¨ \ding{168}

ª \ding{170}

« \ding{171}

¬ \ding{172}

\ding{173}

® \ding{174}

¯ \ding{175}

° \ding{176}

± \ding{177}

² \ding{178}

³ \ding{179}

´ \ding{180}

µ \ding{181}

¶ \ding{182}

· \ding{183}

¸ \ding{184}

¹ \ding{185}

º \ding{186}

» \ding{187}

¼ \ding{188}

½ \ding{189}

¾ \ding{190}

¿ \ding{191}

À \ding{192}

Á \ding{193}

Â \ding{194}

Ã \ding{195}

Ä \ding{196}

Å \ding{197}

Æ \ding{198}

Ç \ding{199}

È \ding{200}

É \ding{201}

Ê \ding{202}

Ë \ding{203}

Ì \ding{204}

Í \ding{205}

Î \ding{206}

Ï \ding{207}

Ð \ding{208}

Ñ \ding{209}

Ò \ding{210}

Ó \ding{211}

(53)

Introduction TEXT

MATH

EXTRA

Pifont IV

Ô \ding{212}

Õ \ding{213}

Ö \ding{214}

× \ding{215}

Ø \ding{216}

Ù \ding{217}

Ú \ding{218}

Û \ding{219}

Ü \ding{220}

Ý \ding{221}

Þ \ding{222}

ß \ding{223}

à \ding{224}

á \ding{225}

â \ding{226}

ã \ding{227}

ä \ding{228}

å \ding{229}

æ \ding{230}

ç \ding{231}

è \ding{232}

é \ding{233}

ê \ding{234}

ë \ding{235}

ì \ding{236}

í \ding{237}

î \ding{238}

ï \ding{239}

ñ \ding{241}

ò \ding{242}

ó \ding{243}

ô \ding{244}

õ \ding{245}

ö \ding{246}

÷ \ding{247}

ø \ding{248}

ù \ding{249}

ú \ding{250}

û \ding{251}

ü \ding{252}

ý \ding{253}

þ \ding{254}

! \ding{33}

" \ding{34}

# \ding{35}

$ \ding{36}

(54)

Introduction TEXT

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EXTRA

Chemarrow

Include \usepackage{chemarrow} before \begin{document}

GGGGGGGAabc def

\autorightarrow{abc}{def}

DGGGGGGGabc def

\autoleftarrow{abc}{def}

GGGGGGGBabc FGGGGGGG

def

\autorightleftharpoons{abc}{def}

EGGGGGGGGGGGGGGCabc def

\autoleftrightharpoons{abc}{def}

A \chemarrow