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User:KSmrq/Chars

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Mathematics notation draws on a large set characters, many of which are available in Unicode, but not necessarily in the fonts configured in readers’ browsers, nor in LaTeX notation. For convenience, here is a partial list of named character entities available in MathML. The underlined names are available in HTML.

¡ iexcl ¢ cent £ pound
¤ curren ¥ yen ¦ brvbar
§ sect ¨ uml © copy
ª ordf « laquo ¬ not
­ shy ® reg ¯ macr
° deg ± plusmn ² sup2
³ sup3 ´ acute µ micro
para · middot ¸ cedil
¹ sup1 º ordm » raquo
¼ frac14 ½ frac12 ¾ frac34
× times ÷ divide ı inodot
ƒ fnof Α Alpha Β Beta
Γ Gamma Δ Delta Θ Theta
Λ Lambda Ξ Xi Π Pi
Σ Sigma Υ Upsilon Φ Phi
Ψ Psi Ω Omega α alpha
β beta γ gamma δ delta
ε epsilon ζ zeta η eta
θ theta ι iota κ kappa
λ lambda μ mu ν nu
ξ xi π pi ρ rho
ς sigmaf σ sigma τ tau
υ upsilon φ phiv χ chi
ψ psi ω omega ϑ thetasym
ϒ upsih ϕ straightphi ϖ piv
Ϝ Gammad ϝ gammad ϰ kappav
ϱ rhov ϵ epsi ϶ bepsi
⇃ ↾ ensp ⇃ ↾ emsp ⇃ ↾ emsp13
⇃ ↾ emsp14 ⇃ ↾ numsp ⇃ ↾ puncsp
⇃ ↾ thinsp ⇃   ↾ ThickSpace ⇃ ↾ VeryThinSpace
NegativeThickSpace dash ndash
mdash horbar Vert
lsquo rsquo lsquor
ldquo rdquo ldquor
dagger Dagger bull
nldr hellip permil
pertenk prime Prime
tprime bprime caret
hybull bsemi qprime
⇃ ↾ MediumSpace NoBreak af
it ic tdot
DotDot complexes incare
gscr Hscr Poincareplane
Hopf planckh hslash
imagline image Laplacetrf
ell naturals numero
copysr weierp primes
Qopf realine real
Ropf rx trade
Zopf ohm mho
zeetrf iiota angst
Bscr Cayleys escr
expectation Fouriertrf Mscr
oscr alefsym beth
gimel daleth DD
dd ee ii
frac13 frac23 frac15
frac25 frac35 frac45
frac16 frac56 frac18
frac38 frac58 frac78
larr uarr rarr
darr harr UpDownArrow
nwarrow nearrow LowerRightArrow
LowerLeftArrow nleftarrow nrightarrow
rightsquigarrow ↝̸ nrarrw twoheadleftarrow
Uarr twoheadrightarrow Darr
leftarrowtail rightarrowtail mapstoleft
mapstoup mapsto mapstodown
hookleftarrow hookrightarrow looparrowleft
looparrowright leftrightsquigarrow nleftrightarrow
Lsh Rsh ldsh
rdsh curvearrowleft curvearrowright
circlearrowleft circlearrowright leftharpoonup
DownLeftVector RightUpVector LeftUpVector
rightharpoonup DownRightVector downharpoonright
downharpoonleft RightArrowLeftArrow UpArrowDownArrow
LeftArrowRightArrow leftleftarrows upuparrows
rightrightarrows downdownarrows leftrightharpoons
Equilibrium nLeftarrow nLeftrightarrow
nRightarrow lArr uArr
rArr dArr hArr
DoubleUpDownArrow nwArr neArr
seArr swArr Lleftarrow
Rrightarrow zigrarr LeftArrowBar
RightArrowBar DownArrowUpArrow loarr
roarr hoarr forall
complement part ∂̸ npart
exist nexists empty
nabla isin notin
ni NotReverseElement prod
coprod sum minus
mnplus dotplus smallsetminus
lowast compfn radic
prop infin angrt
ang ∠⃒ nang measuredangle
angsph shortmid nshortmid
shortparallel nshortparallel and
or cap ∩︀ caps
cup ∪︀ cups int
Int iiint ContourIntegral
DoubleContourIntegral Cconint cwint
cwconint awconint there4
Because ratio Proportion
dotminus mDDot homtht
sim ∼⃒ nvsim backsim
mstpos ∾̳ acE acd
wr NotTilde eqsim
≂̸ nesim simeq NotTildeEqual
cong simne NotTildeFullEqual
asymp napprox approxeq
apid ≋̸ napid backcong
CupCap ≍⃒ nvap Bumpeq
≎̸ nbump bumpeq ≏̸ NotHumpEqual
doteq ≐̸ nedot doteqdot
fallingdotseq risingdotseq Assign
eqcolon eqcirc circeq
wedgeq veeeq triangleq
questeq ne equiv
≡⃥ bnequiv NotCongruent le
≤⃒ nvle ge ≥⃒ nvge
leqq ≦̸ nleqq geqq
≧̸ ngeqq lneqq ≨︀ lvertneqq
gneqq ≩︀ gvertneqq ll
≪̸ NotLessLess ≪⃒ nLt gg
≫̸ NotGreaterGreater ≫⃒ nGt between
NotCupCap nless ngtr
nleq ngeq lesssim
GreaterTilde NotLessTilde NotGreaterTilde
LessGreater GreaterLess NotLessGreater
NotGreaterLess prec succ
preccurlyeq succcurlyeq PrecedesTilde
SucceedsTilde ≿̸ NotSucceedsTilde NotPrecedes
NotSucceeds sub ⊂⃒ NotSubset
sup ⊃/ suphsol ⊃⃒ NotSuperset
nsub nsup sube
supe NotSubsetEqual NotSupersetEqual
subsetneq ⊊︀ varsubsetneq supsetneq
⊋︀ varsupsetneq cupdot UnionPlus
sqsubset ⊏̸ NotSquareSubset sqsupset
⊐̸ NotSquareSuperset sqsubseteq sqsupseteq
SquareIntersection ⊓︀ sqcaps SquareUnion
⊔࿠ sqcups oplus CircleMinus
otimes osol CircleDot
circledcirc circledast circleddash
boxplus boxminus boxtimes
dotsquare RightTee LeftTee
DownTee perp models
DoubleRightTee Vdash Vvdash
VDash nvdash nvDash
nVdash nVDash prurel
LeftTriangle RightTriangle LeftTriangleEqual
⊴⃒ nvltrie RightTriangleEqual ⊵⃒ nvrtrie
origof imof multimap
hercon intercal veebar
barvee angrtvb lrtri
bigwedge bigvee bigcap
bigcup Diamond sdot
Star divideontimes bowtie
ltimes rtimes leftthreetimes
rightthreetimes backsimeq curlyvee
curlywedge Subset Supset
Cap Cup pitchfork
epar lessdot gtrdot
Ll ⋘̸ nLl ggg
⋙̸ nGg lesseqgtr ⋚︀ lesg
GreaterEqualLess ⋛࿠ gesl curlyeqprec
curlyeqsucc NotPrecedesSlantEqual NotSucceedsSlantEqual
NotSquareSubsetEqual NotSquareSupersetEqual lnsim
gnsim precnsim succnsim
NotLeftTriangle NotRightTriangle NotLeftTriangleEqual
NotRightTriangleEqual vellip ctdot
utdot dtdot disin
isinsv isins isindot
⋵̸ notindot notinvc notinvb
isinE ⋹̸ notinE nisd
xnis nis notnivc
notnivb barwedge doublebarwedge
lceil rceil lfloor
rfloor drcrop dlcrop
urcrop ulcrop bnot
profline profsurf telrec
target ulcorner urcorner
llcorner lrcorner sfrown
ssmile lang rang
cylcty profalar topbot
ovbar solbar angzarr
lmoustache rmoustache OverBracket
UnderBracket bbrktbrk blank
circledS HorizontalLine boxv
boxdr boxdl boxur
boxul boxvr boxvl
boxhd boxhu boxvh
boxH boxV boxdR
boxDr boxDR boxdL
boxDl boxDL boxuR
boxUr boxUR boxuL
boxUl boxUL boxvR
boxVr boxVR boxvL
boxVl boxVL boxHd
boxhD boxHD boxHu
boxhU boxHU boxvH
boxVh boxVH uhblk
lhblk block blk14
blk12 blk34 Square
FilledVerySmallSquare EmptyVerySmallSquare rect
marker fltns bigtriangleup
blacktriangle triangle blacktriangleright
triangleright bigtriangledown blacktriangledown
triangledown blacktriangleleft triangleleft
loz cir tridot
bigcirc ultri urtri
lltri EmptySmallSquare FilledSmallSquare
bigstar star phone
female male spades
clubs hearts diams
sung flat natural
sharp checkmark cross
maltese sext VerticalSeparator
LongLeftArrow LongRightArrow LongLeftRightArrow
DoubleLongLeftArrow DoubleLongRightArrow DoubleLongLeftRightArrow
longmapsto dzigrarr nvlArr
nvrArr nvHarr Map
lbarr bkarow lBarr
dbkarow drbkarow DDotrahd
UpArrowBar DownArrowBar Rarrtl
latail ratail lAtail
rAtail larrfs rarrfs
larrbfs rarrbfs nwarhk
nearhk hksearow hkswarow
nwnear toea tosa
swnwar rarrc ⤳̸ nrarrc
cudarrr ldca rdca
cudarrl larrpl curarrm
cularrp rarrpl harrcir
Uarrocir lurdshar ldrushar
LeftRightVector RightUpDownVector DownLeftRightVector
LeftUpDownVector LeftVectorBar RightVectorBar
RightUpVectorBar RightDownVectorBar DownLeftVectorBar
DownRightVectorBar LeftUpVectorBar LeftDownVectorBar
LeftTeeVector RightTeeVector RightUpTeeVector
RightDownTeeVector DownLeftTeeVector DownRightTeeVector
LeftUpTeeVector LeftDownTeeVector lHar
uHar rHar dHar
luruhar ldrdhar ruluhar
rdldhar lharul llhard
rharul lrhard UpEquilibrium
ReverseUpEquilibrium RoundImplies erarr
simrarr larrsim rarrsim
rarrap ltlarr gtrarr
subrarr suplarr lfisht
rfisht ufisht ⥿ dfisht
lopar ropar lbrke
rbrke lbrkslu rbrksld
lbrksld rbrkslu langd
rangd lparlt rpargt
gtlPar ltrPar vzigzag
vangrt angrtvbd ange
range dwangle uwangle
angmsdaa angmsdab angmsdac
angmsdad angmsdae angmsdaf
angmsdag angmsdah bemptyv
demptyv cemptyv raemptyv
laemptyv ohbar omid
opar operp olcross
odsold olcir ⦿ ofcir
olt ogt cirscir
cirE solb bsolb
boxbox trisb rtriltri
LeftTriangleBar ⧏̸ NotLeftTriangleBar RightTriangleBar
⧐̸ NotRightTriangleBar race iinfin
infintie nvinfin eparsl
smeparsl eqvparsl blacklozenge
RuleDelayed dsol bigodot
bigoplus bigotimes biguplus
bigsqcup iiiint fpartint
cirfnint awint rppolint
scpolint npolint pointint
quatint intlarhk pluscir
plusacir simplus plusdu
plussim plustwo mcomma
minusdu loplus roplus
Cross timesd timesbar
smashp lotimes rotimes
otimesas Otimes odiv
triplus triminus tritime
intprod ⨿ amalg capdot
ncup ncap capand
cupor cupcap capcup
cupbrcap capbrcup cupcup
capcap ccups ccaps
ccupssm And Or
andand oror orslope
andslope andv orv
andd ord wedbar
sdote simdot congdot
⩭̸ ncongdot easter apacir
apE ⩰̸ napE eplus
pluse Esim Colone
Equal ddotseq equivDD
ltcir gtcir ltquest
gtquest leqslant ⩽̸ nleqslant
geqslant ⩾̸ ngeqslant ⩿ lesdot
gesdot lesdoto gesdoto
lesdotor gesdotol lessapprox
gtrapprox lneq gneq
lnapprox gnapprox lesseqqgtr
gtreqqless lsime gsime
lsimg gsiml lgE
glE lesges gesles
eqslantless eqslantgtr elsdot
egsdot el eg
siml simg simlE
simgE LessLess ⪡̸ NotNestedLessLess
GreaterGreater ⪢̸ NotNestedGreaterGreater glj
gla ltcc gtcc
lescc gescc smt
lat smte ⪬︀ smtes
late ⪭︀ lates bumpE
PrecedesEqual ⪯̸ NotPrecedesEqual SucceedsEqual
⪰̸ NotSucceedsEqual prE scE
precneqq succneqq precapprox
succapprox precnapprox succnapprox
Pr Sc subdot
supdot ⪿ subplus supplus
submult supmult subedot
supedot subseteqq ⫅̸ nsubseteqq
supseteqq ⫆̸ nsupseteqq subsim
supsim subsetneqq ⫋︀ varsubsetneqq
supsetneqq ⫌︀ varsupsetneqq csub
csup csube csupe
subsup supsub subsub
supsup suphsub supdsub
forkv topfork mlcp
DoubleLeftTee Vdashl Barv
vBar vBarv Vbar
Not bNot rnmid
cirmid midcir topcir
nhpar parsim parsl
⫽⃥ nparsl Lang Rang
lbbrk rbbrk loang
roang LeftDoubleBracket RightDoubleBracket
fflig filig fllig
ffilig ffllig OverParenthesis
UnderParenthesis OverBrace UnderBrace