emre introduction l tex and ams-l ex symbols a emre sermutlu introduction text math common greek...

EmreSermutlu

Introduction

CommonGreekBinarySubsetsInequalitiesTrianglesArrowsOperatorsFunctionsMiscel.AlphabetBracketsDotsVar. Size

TextcompMarvosymPifontChemarrow

LATEX and AMS-LATEX Symbols

Emre Sermutlu

March 17, 2008

EmreSermutlu

Introduction

Introduction IAbout This Document

This document lists symbols in standardLaTeX, AMS-LATEX 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.You may reach the latest version of this file (and alsoanother file using Txfonts) atacademic.cankaya.edu.tr/~sermutlu.

Copyright NoticeYou may download, upload, post, use and distribute this pdffile 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.

EmreSermutlu

Introduction

Introduction IINote About Packages

I did not separate the the AMS-LATEX symbols from thestandard ones. Do not forget the include\usepackageamsmath,amssymb,latexsym before\begindocument to be able to use these symbols.In the section Extra, I have included the packagesTextcomp, Marvosym, Pifont and Chemarrow to give ataste of the rich world of LATEX. You need to installpackages and then write \usepackagepackagename toaccess these symbols. (If you are using MiKTeX, it willinstall packages automatically at first usage.)There are many more packages and thousands ofsymbols not included here. I recommend Scott Pakin’sThe Comprehensive LaTeX Symbol List for acomplete listing. (It can be reached at www.ctan.org).

EmreSermutlu

Introduction

Introduction IIIAbout the Author

Prepared by Dr. Emre Sermutlu, Department ofMathematics and Computer Science, CankayaUniversity, Ankara-Turkey.I started this project for my personal needs, as it wasunfeasible to browse books or search the internet everytime I needed an unfamiliar symbol. I am using acomputer whenever I am using LATEX, so I needed a fileoptimized for viewing on screen, not printing on paper.I am a fan of Beamer, which is a wonderful class forpreparing Power-Point like presentations in LATEX. Youare currently seeing the power of Beamer. You canlearn more about it at:http://latex-beamer.sourceforge.net

Please report errors, omissions, suggestions and anyother kind of feedback to sermutlu@cankaya.edu.tr.

EmreSermutlu

Introduction

TEXT Symbols I

$ \$& \&# \#% \% \ \

\-¶ \P§ \S \dag \ddagı \i \jBB \tBB

U \"UI \.IG \~G

O \‘O

C \^CC \vC

P \’P

M \uMN \=NE¯

\bES \cSF. \dF

\_– \textendash— \textemdash< \textless> \textgreater

EmreSermutlu

Introduction

TEXT Symbols II

. . . \dots l \l L \Lø \oØ \Oa \aaA \AAß \ss

SS \SSæ \aeÆ \AEœ \oeŒ \OE

˜ \textasciitildeˆ \textasciicircum¡ \textexclamdown¿ \textquestiondown‘ \textquoteleft’ \textquoteright“ \textquotedblleft” \textquotedblright

\textvisiblespaceº \textordmasculineª \textordfeminine* \textasteriskcentered· \textperiodcentered

EmreSermutlu

Introduction

Common Math SymbolsSome of these symbols may appear at other tables for user convenience

6= \neq6 \leqslant> \geqslant≈ \approx≡ \equiv∼= \cong' \simeq∂ \partial∞ \infty∇ \nablaℵ \aleph` \ell∨ \vee∧ \wedge∀ \forall∃ \exists

± \pm∓ \mp× \times÷ \div∪ \cup∩ \cap∈ \in/∈ \notin\ \setminus∅ \varnothing⊂ \subset⊃ \supset· \cdot \centerdot© \copyrightz \maltese

→ \to⇐⇒ \iff

$ \$£ \pounds% \%& \& \ \

\_¶ \P§ \S∗ \ast† \dag‡ \ddag• \bulleto \wr

EmreSermutlu

Introduction

Greek Letters

α \alphaβ \betaγ \gammaδ \deltaλ \lambdaω \omegaψ \psiχ \chiρ \rhoε \epsilonκ \kappaπ \piφ \phiσ \sigmaθ \theta

υ \upsilonξ \xiτ \tauι \iotaη \etaζ \zetaµ \muν \nu% \varrhoε \varepsilonκ \varkappa$ \varpiϕ \varphiς \varsigmaϑ \vartheta

EmreSermutlu

Introduction

Greek and Hebrew Letters

Γ \Gamma∆ \DeltaΛ \LambdaΩ \OmegaΠ \PiΦ \PhiΨ \PsiΣ \SigmaΘ \ThetaΥ \UpsilonΞ \Xiz \digamma

Γ \varGamma∆ \varDeltaΛ \varLambdaΩ \varOmegaΠ \varPiΦ \varPhiΨ \varPsiΣ \varSigmaΘ \varThetaΥ \varUpsilonΞ \varXi

ℵ \alephi \beth

ג \gimelk \daleth

EmreSermutlu

Introduction

Binary Operations I

⊕ \oplus \ominus⊗ \otimes \odot \oslash \circ© \bigcirc \circledcirc \circleddash~ \circledastq \amalg∪ \cupd \Cupt \sqcuph \leftthreetimes] \uplus

\boxplus \boxminus \boxtimes \boxdot> \divideontimesᵀ \intercalu \dotplus\ \setminusr \smallsetminus \centerdot \diamond∩ \cape \Capu \sqcapi \rightthreetimes \backepsilon

EmreSermutlu

Introduction

Binary Operations II

∨ \veeg \curlyveeY \veebarn \ltimeso \rtimesa \dashv` \vdash \vDash \Vdash|= \models \Vvdash./ \bowtie1 \Join∵ \because∴ \therefore& \And

∧ \wedgef \curlywedgeZ \barwedge[ \doublebarwedge† \dagger‡ \ddagger0 \nvdash2 \nvDash1 \nVdash3 \nVDasht \pitchfork^ \smile` \smallsmile_ \frowna \smallfrown• \bullet

EmreSermutlu

Introduction

Binary Relations I

∼= \cong

4 \preccurlyeq

2 \curlyeqprec

≺ \prec

\preceq

w \precapprox

- \precsim

\succeq

v \succapprox

% \succsim

\ncong

< \succcurlyeq

3 \curlyeqsucc

⊀ \nprec

\npreceq

\precnapprox

\precnsim

\nsucc

\nsucceq

\succnapprox

\succnsim

EmreSermutlu

Introduction

Binary Relations II

| \midp \shortmid‖ \parallelq \shortparallel∼ \sim∼ \thicksim' \simeqv \backsimw \backsimeq≈ \approx≈ \thickapproxu \approxeq≡ \equiv∝ \propto∝ \varpropto( \multimap

- \nmid. \nshortmid∦ \nparallel/ \nshortparallel \nsim.= \doteq+ \doteqdotG \between \asymp; \fallingdotseq: \risingdotseql \bumpeqm \Bumpeq$ \circeqP \eqcirc⊥ \perp

EmreSermutlu

Introduction

Subset Relations

⊂ \subset

⊆ \subseteq

j \subseteqq

< \sqsubset

v \sqsubseteq

b \Subset

* \nsubseteq

( \subsetneq

\varsubsetneq

" \nsubseteqq

$ \subsetneqq

& \varsubsetneqq

⊃ \supset

⊇ \supseteq

k \supseteqq

= \sqsupset

w \sqsupseteq

c \Supset

+ \nsupseteq

) \supsetneq

! \varsupsetneq

# \nsupseteqq

% \supsetneqq

' \varsupsetneqq

EmreSermutlu

Introduction

Inequalities I

6 \leqslant

> \geqslant

≤ \leq

≥ \geq

5 \leqq

= \geqq

0 \eqslantless

1 \eqslantgtr

≮ \nless

≯ \ngtr

\nleqslant

\ngeqslant

\nleqq

\ngeqq

\lneqq

\gneqq

\lvertneqq

\gvertneqq

EmreSermutlu

Introduction

Inequalities II

. \lesssim

& \gtrsim

/ \lessapprox

' \gtrapprox

≶ \lessgtr

≷ \gtrless

Q \lesseqgtr

R \gtreqless

≪ \lll

≫ \ggg

\lnsim

\gnsim

\lnapprox

\gnapprox

l \lessdot

m \gtrdot

S \lesseqqgtr

T \gtreqqless

EmreSermutlu

Introduction

Triangular RelationsHarpoons

4 \bigtriangleup. \triangleright7 \ntrianglerightB \vartriangleright \rhd \unrhdD \trianglerighteq4 \ntrianglerighteqI \blacktriangleright, \triangleq

5 \bigtriangledown/ \triangleleft6 \ntriangleleftC \vartriangleleft \lhd \unlhdE \trianglelefteq5 \ntrianglelefteqJ \blacktriangleleft

\rightharpoonup \rightharpoondown \rightleftharpoons \upharpoonright \downharpoonright

\leftharpoonup \leftharpoondown \leftrightharpoons \upharpoonleft \downharpoonleft

EmreSermutlu

Introduction

Arrows I

→ \rightarrow⇒ \Rightarrow−→ \longrightarrow=⇒ \Longrightarrow↑ \uparrow⇑ \Uparrow9 \nrightarrow; \nRightarrowl \updownarrowm \Updownarrow \nearrow \nwarrow \swarrow \searrow⇐⇒ \iff

← \leftarrow⇐ \Leftarrow←− \longleftarrow⇐= \Longleftarrow↓ \downarrow⇓ \Downarrow8 \nleftarrow: \nLeftarrow= \nleftrightarrow< \nLeftrightarrow↔ \leftrightarrow⇔ \Leftrightarrow←→ \longleftrightarrow⇐⇒ \Longleftrightarrow! \leftrightsquigarrow

EmreSermutlu

Introduction

Arrows II

⇒ \rightrightarrows \rightleftarrowsV \Rrightarrow→ \hookrightarrow \rightarrowtail# \looparrowright \twoheadrightarrowy \curvearrowright \circlearrowright99K \dashrightarrow \Rsh \upuparrows7→ \mapsto7−→ \longmapsto

⇔ \leftleftarrows \leftrightarrowsW \Lleftarrow← \hookleftarrow \leftarrowtail" \looparrowleft \twoheadleftarrowx \curvearrowleft \circlearrowleftL99 \dashleftarrow \Lsh \downdownarrows \rightsquigarrow; \leadsto

EmreSermutlu

Introduction

Mathematical OperatorsThe following operators have two different sizes

∏ ∏\prod∑ ∑\sum∫ ∫\int∮ ∮\oint∫∫ ∫∫\iint∫∫∫ ∫∫∫\iiint∫∫∫∫ ∫∫∫∫\iiiint∫

· · ·∫ ∫

·· ·∫

\idotsint

∐ ∐\coprod⋃ ⋃\bigcup⋂ ⋂\bigcap⊎ ⊎\biguplus⊔ ⊔\bigsqcup∨ ∨\bigvee∧ ∧\bigwedge⊕ ⊕\bigoplus⊗ ⊗\bigotimes⊙ ⊙\bigodot

EmreSermutlu

Introduction

Mathematical Functions I

Pure FunctionsPlease note that sinx (sin x) and sinx (\sin x) looktotally 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

m mod 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

EmreSermutlu

Introduction

Mathematical Functions II

Functions with LimitsThe following functions may take limits below: lim

x→0This 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

EmreSermutlu

Introduction

Miscellaneous Symbols I

= \Im< \Re℘ \wp> \top⊥ \bot∀ \forall∃ \exists@ \nexists¬ \neg∈ \in/∈ \notin3 \ni \complement~ \hbar \hslash

` \ell∂ \partialð \ethı \imath \jmathk \Bbbk` \Finva \Game∞ \infty∅ \emptyset∅ \varnothing∠ \angle] \measuredangle^ \sphericalangle∫ \smallint

EmreSermutlu

Introduction

Miscellaneous Symbols II

∇ \nabla0 \mho \square2 \Box4 \triangleM \vartriangleO \triangledown♦ \lozenge√

\surdX \checkmark] \sharp\ \natural[ \flat′ \prime8 \backprime7 \mapstochar

\ \backslash \diagdown \diagup \blacksquare3 \DiamondN \blacktriangleH \blacktriangledown \blacklozenge♥ \heartsuit♦ \diamondsuit♠ \spadesuit♣ \clubsuit? \starF \bigstarr \circledRs \circledS

EmreSermutlu

Introduction

Mathematical Alphabets I

ABCDEFGHIJKLMNOPQRSTUVWXY Z

abcdefghijklmnopqrstuvwxyz

\mathnormal...

ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz1234567890

\mathrm...

ABCDEFGHIJKLMNOPQRSTUVWXYZ

abcdefghijklmnopqrstuvwxyz1234567890

\mathsf...

EmreSermutlu

Introduction

Mathematical Alphabets II

\mathbf...

ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz1234567890

\mathit...

\mathtt...

EmreSermutlu

Introduction

Mathematical Alphabets III

ABCDEFGHIJKLMN

OPQRSTUVWXYZ

abcdefghijklmnopqrstuvwxyz

1234567890

\mathfrak...

ABCDEFGHIJKLMNOPQRSTUVWXY Z

αβπθΦΨΩ . . .∈ ~∂∇ ←∞∅2 . . .

\boldsymbol...

EmreSermutlu

Introduction

Mathematical Alphabets IV

A BC DE FG H I J K L MNOPQRS T U V W X Y Z

(Include \usepackagemathrsfsbefore \begindocument)

\mathscr...

ABCDEFGHIJKLMNOPQRST UVWXYZ

\mathcal...

\mathbb...

EmreSermutlu

Introduction

BracketsThese are variable sized

| \vert

〈 \langle

d \lceil

b \lfloor \lgroup

| \lvert

‖ \lVert︷ \lmoustache

| \arrowvert

\ \backslash

‖ \Vert

〉 \rangle

e \rceil

c \rfloor \rgroup

| \rvert

‖ \rVert︷ \rmoustache

‖ \Arrowvert \bracevert

EmreSermutlu

Introduction

Brackets - Math Accents

p \ulcorner

x \llcorner

↑ \uparrow

↓ \downarrow

l \updownarrow

q \urcorner

y \lrcorner

⇑ \Uparrow

⇓ \Downarrow

m \Updownarrow

a \tildea

a \hata

a \checka

~a \veca

a \bara

a \acutea

a \gravea

a \brevea

a \dota

a \ddota...a \dddota

....a \ddddota

a \mathringa

EmreSermutlu

Introduction

. . . \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

EmreSermutlu

Introduction

Variable Size Constructions

︷︸︸︷abc \overbraceabc

abc︸︷︷︸ \underbraceabc

abc←−− \xleftarrowabc

abc−−→ \xrightarrowabc

√abc \sqrtabc

abc \widetildeabc

abc \widehatabc

abc \overlineabc

abc \underlineabc

−→abc \overrightarrowabc←−abc \overleftarrowabc←→abc \overleftrightarrowabc

abc−→ \underrightarrowabc

abc←− \underleftarrowabc

abc←→ \underleftrightarrowabc

EmreSermutlu

Introduction

Textcomp IInclude \usepackagetextcomp before \begindocument

$ \textdollar¢ \textcent¿ \texteuro¥ \textyen£ \textsterling \textlira \textbaht \textguarani \textdong \textnaira \textpeso \textwon¤ \textcurrency \textflorinA \newtieAa \newtiea

\textdollaroldstyle \textcentoldstyle \textcolonmonetary_ \textdownarrow \textrightarrow \textleftarrow^ \textuparrow \textacutedbl \textasciicaron¯ \textasciimacron´ \textasciiacute¨ \textasciidieresis \textgravedbl \textasciibreve` \textasciigrave \textrecipe

EmreSermutlu

Introduction

Textcomp II

\textcircledP© \textcopyright \textservicemark« \textcopyleft® \textregistered \texttrademark° \textdegree½ \textonehalf¼ \textonequarter¾ \textthreequarters= \textminus± \textpmö \textdivÖ \texttimes» \textsurd

0 \textzerooldstyle1 \textoneoldstyle2 \texttwooldstyle3 \textthreeoldstyle4 \textfouroldstyle5 \textfiveoldstyle6 \textsixoldstyle7 \textsevenoldstyle8 \texteightoldstyle9 \textnineoldstyle¹ \textonesuperior² \texttwosuperior³ \textthreesuperior¬ \textlnot

EmreSermutlu

Introduction

Textcomp III

¦ \textbrokenbar \textbardbl¶ \textparagraph \textpilcrowO \textbigcircle \textblank \textdagger \textdaggerdbl \textdiscount~ \texttildelow \textnumero \textestimated§ \textsection' \textquotesingle \textbullet \textopenbullet

n \textmusicalnote< \textlangle> \textrangle[ \textlbrackdbl] \textrbrackdbl \textlquill¡ \textrquill \textcelsiusµ \textmuW \textohmM \textmhob \textbornc \textdivorcedm \textmarriedd \textdiedl \textleaf

EmreSermutlu

Introduction

Textcomp IV

¸ \textreferencemark \textpertenthousand \textperthousand* \textasteriskcentered· \textperiodcenteredª \textordfeminineº \textordmasculine/ \textfractionsolidus- \textdblhyphen \textdblhyphenchar \textquotestraightbase \textquotestraightdblbase \textinterrobang \textinterrobangdown \textthreequartersemdash \texttwelveudash

EmreSermutlu

Introduction

Marvosym IInclude \usepackagemarvosym before \begindocument

¤ \EURD \EURdige \EURtmd \EURcrc \EURhv£ \Pfund \Ecommerce¦ \EyesDollar

¢ \Denarius¡ \ShillingW \Anglesign÷ \Squaredot= \Correspondsp \VectorarrowP \Vectorarrowhigh: \MVRightarrow

ˆ \Ankh† \Cross‡ \CeltcrossŒ \Heartý \BatF \FHBOlogof \FHBOLOGO \FullFHBO

EmreSermutlu

Introduction

Marvosym II

0 \MVZero1 \MVOne2 \MVTwo3 \MVThree4 \MVFour

5 \MVFive6 \MVSix7 \MVSeven8 \MVEight9 \MVNine

~ \Female \FEMALE„ \FemaleFemale… \FemaleMale \Hermaphrodite

| \Male \MALEƒ \MaleMale \Neutral \HERMAPHRODITE

· \Forward¶ \Rewind¸ \ForwardToEnd» \MoveDownº \MoveUp

¼ \ToTop½ \ToBottomµ \RewindToStart¹ \ForwardToIndex´ \RewindToIndex

EmreSermutlu

Introduction

Marvosym III

Â \MercuryÃ \VenusÊ \EarthÄ \MarsÅ \JupiterÆ \SaturnÇ \UranusÈ \NeptuneÉ \PlutoÁ \MoonÀ \Sun

à \Ariesá \Taurusâ \Geminiã \Cancerä \Leoå \Virgoæ \Libraç \Scorpioè \Sagittariusé \Capricornê \Aquariusë \Pisces

s \Cutleftq \CutrightS \Leftscissors

Q \Rightscissorsr \CutlineR \Kutline

EmreSermutlu

Introduction

Marvosym IV

h \BiohazardC \CEsign` \Explosionsafej \Radioactivity

n \BSEfreeJ \Estatically! \Stopsigna \Laserbeam

™ \Lsteelœ \Tsteelš \TTsteel \RoundedTsteelŸ \RoundedLsteel \RoundedTTsteell \Force" \Beam# \Bearing% \Fixedbearing$ \LoosebearingL \Lineload

• \Circsteel“ \Squaresteel” \Rectsteel’ \Hexasteel‘ \Octosteel– \Flatsteel› \Circpipe— \Squarepipe˜ \Rectpipe& \Lefttorque' \Righttorque

EmreSermutlu

Introduction

Marvosym V

k \Emailt \faxv \FaxmachineE \LightningA \Pickupz \Emailctu \FAXB \Letter

H \MobilefoneT \Telefoni \Info@ \MVAt

® \Bicycleo \FootballZ \PointinghandV \Checkedboxx \Gentsroomy \Ladiesroomw \WheelchairU \ClocklogoI \Industryb \WritinghandK \CoffeecupX \Crossedbox

Í \ComputerMouseÑ \ParallelPortÐ \SerialPort

Î \SerialInterfaceÏ \KeyboardÒ \Printer

EmreSermutlu

Introduction

Marvosym VI

« \CleaningA¾ \CleaningF¿ \CleaningFF¬ \CleaningP \CleaningPP \Tumbler \NoTumbler¨ \NoChemicalCleaningË \BleechÌ \NoBleech¯ \IroningI° \IroningII± \IroningIII² \NoIroning

Ø \AtFortyÕ \AtSixtyÓ \AtNinetyFiveÛ \ShortThirtyÙ \ShortForty× \ShortFiftyÖ \ShortSixtyÔ \ShortNinetyFiveÚ \SpecialForty‰ \WashCottonŠ \WashSynthetics‹ \WashWoolÜ \HandwashÝ \Dontwash

EmreSermutlu

Introduction

Pifont IInclude \usepackagepifont before \begindocument

% \ding37& \ding38' \ding39( \ding40) \ding41* \ding42+ \ding43, \ding44- \ding45. \ding46/ \ding470 \ding481 \ding492 \ding503 \ding514 \ding52

5 \ding536 \ding547 \ding558 \ding569 \ding57: \ding58; \ding59< \ding60= \ding61> \ding62? \ding63@ \ding64A \ding65B \ding66C \ding67D \ding68

E \ding69F \ding70G \ding71H \ding72I \ding73J \ding74K \ding75L \ding76M \ding77N \ding78O \ding79P \ding80Q \ding81R \ding82S \ding83T \ding84

EmreSermutlu

Introduction

Pifont II

U \ding85V \ding86W \ding87X \ding88Y \ding89Z \ding90[ \ding91\ \ding92] \ding93^ \ding94_ \ding95` \ding96a \ding97b \ding98c \ding99d \ding100

e \ding101f \ding102g \ding103h \ding104i \ding105j \ding106k \ding107l \ding108m \ding109n \ding110o \ding111p \ding112q \ding113r \ding114s \ding115t \ding116

u \ding117v \ding118w \ding119x \ding120y \ding121z \ding122 \ding123| \ding124 \ding125~ \ding126¡ \ding161¢ \ding162£ \ding163¤ \ding164¥ \ding165¦ \ding166

EmreSermutlu

Introduction

Pifont III

¬ \ding172 \ding173® \ding174¯ \ding175° \ding176± \ding177² \ding178³ \ding179´ \ding180µ \ding181

¶ \ding182· \ding183¸ \ding184¹ \ding185º \ding186» \ding187¼ \ding188½ \ding189¾ \ding190¿ \ding191À \ding192Á \ding193Â \ding194Ã \ding195Ä \ding196Å \ding197

Æ \ding198Ç \ding199È \ding200É \ding201Ê \ding202Ë \ding203Ì \ding204Í \ding205Î \ding206Ï \ding207Ð \ding208Ñ \ding209Ò \ding210Ó \ding211

EmreSermutlu

Introduction

Pifont IV

Ô \ding212Õ \ding213Ö \ding214× \ding215Ø \ding216Ù \ding217Ú \ding218Û \ding219Ü \ding220Ý \ding221Þ \ding222ß \ding223à \ding224á \ding225â \ding226ã \ding227

ä \ding228å \ding229æ \ding230ç \ding231è \ding232é \ding233ê \ding234ë \ding235ì \ding236í \ding237î \ding238ï \ding239ñ \ding241ò \ding242ó \ding243ô \ding244

õ \ding245ö \ding246÷ \ding247ø \ding248ù \ding249ú \ding250û \ding251ü \ding252ý \ding253þ \ding254

! \ding33" \ding34# \ding35$ \ding36

EmreSermutlu

Introduction

ChemarrowInclude \usepackagechemarrow before \begindocument

abcGGGGGGGA

def\autorightarrowabcdef

abcDGGGGGGG

def\autoleftarrowabcdef

abcGGGGGGGBFGGGGGGG

def\autorightleftharpoonsabcdef

abcEGGGGGGGGGGGGGGC

def\autoleftrightharpoonsabcdef

A \chemarrow

emre introduction l tex and ams-l ex symbols a emre sermutlu introduction text math common greek...

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