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MathFlow Named Characters

MathFlow named characters that are in the Private Use Areas (PUA) are listed on the page for that group.

Glyph

Unicode

MathML Name

Official Aliases

MathFlow Aliases

0x0026

amp

 

 

0x0028

lpar

 

lparen

0x0029

rpar

 

rparen

0x002A

ast

 

 

0x002B

plus

 

 

0x003A

colon

 

 

0x003C

lt

 

less

0x003D

equals

 

 

0x003E

gt

 

greater

0x005B

lsqb

lbrack

lbrak

0x005D

rsqb

rbrack

rbrak

0x005E

circ

 

hat

0x007B

lcub

lbrace,

{

0x007C

verbar

vert

LeftBracketingBar, RightBracketingBar, vrul

0x007D

rcub

rbrace

}

0x00A0

nbsp

NonBreakingSpace

Space

0x00A8

Dot

DoubleDot, die

ddot

0x00AC

not

 

Not, neg

0x00AF

macr

OverBar

OverLine, bar

0x00B1

plusmn

PlusMinus, pm

 

0x00B7

middot

CenterDot, centerdot

cdot

0x00D7

times

 

Times

0x00F7

divide

div

Divide

imath

0x0131

imath (see also 1D6A4)

imath, inodot

imath

jmath

0x0237

jmath (see also 1D6A5)

 

jmath

025B

0x025B

 

 

 

0x02D9

dot

 

 

0x02DC

tilde

DiacriticalTilde

 

0x0302

Hat

 

 

0x0332

UnderBar

 

 

0x0391

n/a

Agr

Alpha, CapitalAlpha

0x0392

n/a

Bgr

Beta, CapitalBeta

0x0393

Gamma

Ggr

CapitalGamma,

0x0394

Delta

Dgr

CapitalDelta,

0x0395

n/a

Egr

CapitalEpsilon, Epsi, Epsilon

0x0396

n/a

Zgr

CapitalZeta, Zeta

0x0397

n/a

EEgr

CapitalEta, Eta

0x0398

Theta

THgr

CapitalTheta

0x0399

n/a

Iota

CapitalIota

0x039A

n/a

Kgr

CapitalKappa, Kappa

0x039B

Lambda

Lgr

CapitalLambda

0x039C

n/a

Mgr

CapitalMu, Mu

0x039D

n/a

Ngr

CapitalNu, Nu

0x039E

Xi

Ygr

CapitalXi

0x039F

n/a

Ogr

CapitalOmicron, Omicron

0x03A0

Pi

Pgr

CapitalPi

0x03A1

n/a

Rgr

CapitalRho, Rho

0x03A3

Sigma

Sgr

CapitalSigma

0x03A4

n/a

Tgr

CapitalTau, Tau

0x03A6

Phi

Fgr

CapitalPhi

0x03A7

n/a

KHgr

CapitalChi, Chi

0x03A8

Psi

PSgr

CapitalPsi

0x03A9

Omega

OHgr

CapitalOmega

0x03B1

alpha

agr

 

0x03B2

beta

bgr

 

0x03B3

gamma

ggr

 

0x03B4

delta

dgr

 

0x03B5

epsiv

egr

varepsilon

0x03B6

zeta

zgr

 

0x03B7

eta

eegr

 

0x03B8

theta

thgr

 

0x03B9

iota

igr

 

0x03BA

kappa

kgr

 

0x03BB

lambda

lgr

 

0x03BC

mu

mgr

 

0x03BD

nu

ngr

 

0x03BE

xi

xgr

 

0x03BF

n/a

ogr

omicron

0x03C0

pi

pgr

 

0x03C1

rho

rgr

 

0x03C2

sigmav

varsigma

 

0x03C3

sigma

sgr

 

0x03C4

tau

tgr

 

0x03C5

upsi

ugr, upsilon

 

0x03C6

phi

 

fgr, phgr, straightphi

0x03C7

chi

 

khgr

0x03C8

psi

 

psgr

0x03C9

omega

 

ohgr

0x03D1

thetav

 

vartheta

0x03D2

Upsi

 

CapitalUpsilon, Ugr, Upsilon

0x03D5

phiv

 

varphi

0x03D6

piv

 

varpi

0x03DC

Gammad

 

digamma, gammad

0x03F0

kappav

 

varkappa

0x03F1

rhov

 

varrho

0x03F5

epsi

 

straightepsilon, epsilon

0x2003

emsp

 

 

0x2009

thinsp

 

ThinSpace, ,

0x200A

hairsp

 

VeryThinSpace

0x200B

ZeroWidthSpace

 

AlignmentMarker, InvisibleComma, MissingTerm, ic

0x2016

Verbar

 

Vert, |

0x2022

bull

 

Bullet, bbull, bullet

0x2026

hellip

 

Ellipsis, dots, ellip, ldots

0x2032

prime

 

Prime

 

0x205F

medsp

 

MediumSpace, :

 

0x2060

NoBreak

 

NoBreak

0x2061

ApplyFunction

 

af

0x2062

InvisibleTimes

 

it

0x2102

Copf

 

Bbb_C

0x210B

hamilt

 

Hscr, cal_H

0x210C

Hfr

 

frak_H

glyph92

0x210D

quaternions

 

Bbb_H, Hopf

0x210F

plankv

 

hslash

0x2110

Iscr

 

cal_I

0x2111

image, Ifr

 

Im ,frak_I

0x2112

Lscr

 

cal_L

0x2113

ell

 

 

0x2115

Nopf

 

Bbb_N

0x2118

weierp

 

wp

0x2119

Popf

 

Bbb_P

0x211A

rationals

 

Bbb_Q, Qopf

0x211B

Rscr

 

cal_R

0x211C

real, Rfr

 

Re, frak_R

0x211D

reals

 

Bbb_R, Ropf

0x2124

integers

 

Bbb_Z, Zopf

0x2128

Zfr

 

frak_Z

0x212C

bernou

 

Bscr, cal_B

0x212D

Cfr

 

frak_C

0x2130

Escr

 

cal_E

0x2131

Fscr

 

cal_F

0x2133

phmmat

 

Mscr, cal_M

0x2135

aleph

 

 

0x2145

CapitalDifferentialD

 

DD

0x2146

DifferentialD

 

dd

0x2147

ExponentialE

 

ee

0x2148

ImaginaryI

 

ii

0x2190

larr

 

LeftArrow, leftarrow

0x2191

uarr

 

UpArrow, uparrow

0x2192

rarr

 

RightArrow, rightarrow, to

0x2193

darr

 

DownArrow, downarrow

0x2194

harr

 

LeftRightArrow, leftrightarrow

0x2195

varr

 

UpDownArrow, updownarrow

0x2196

nwarr

 

UpperLeftArrow, nwarrow

0x2197

nearr

 

UpperRightArrow, nearrow

0x2198

searr

 

LowerRightArrow, drarr, rarrd, searrow

0x2199

swarr

 

LowerLeftArrow, dlarr, swarrow

0x219A

nlarr

 

nleftarrow

0x219B

nrarr

 

nrightarrow

0x21A6

map

 

RightTeeArrow, mapr, mapsto

0x21A9

larrhk

 

hookleftarrow

0x21AA

rarrhk

 

hkarrow, hookrightarrow

0x21AD

harrw

 

leftrightsquigarrow

0x21AE

nharr

 

nleftrightarrow

0x21BC

lharu

 

LeftVector, leftharpoonup

0x21C0

rharu

 

RightVector, rightharpoonup

0x21C4

rlarr

 

 

0x21C6

lrarr

 

 

0x21CD

nlArr

 

nLeftarrow

0x21CE

nhArr

 

nLeftrightarrow

0x21CF

nrArr

 

nRightarrow

0x21D0

lArr

 

DoubleLeftArrow, Leftarrow

0x21D1

uArr

 

DoubleUpArrow, Uparrow

0x21D2

rArr

 

DoubleRightArrow, Rightarrow, implies

0x21D3

dArr

 

DoubleDownArrow, Downarrow

0x21D4

hArr

 

DoubleLeftRightArrow, Leftrightarrow, iff

glyph131

0x21D5

vArr

 

DoubleUpDownArrow, Updownarrow

0x21DD

zigrarr

 

dzigrarr, rarrw, rightsquigarrow

0x2200

forall

 

ForAll

0x2201

comp

 

complement, complement

0x2202

part

 

PartialD, partial

0x2203

exist

 

Exists, exists

0x2204

nexist

 

NotExists, nexists

0x2205

empty

 

Empty, EmptySet, emptyset, nullset, varnothing

0x2207

nabla

 

Del

0x2208

isin

 

Element, in, isinv

0x2209

notin

 

NotElement, nonit

0x220B

niv

 

ReverseElement, SuchThat, ni

0x220C

notni

 

NotReverseElement

0x220F

prod

 

Product

0x2210

coprod

 

Coproduct

0x2211

sum

 

Sum

0x2212

minus

 

Dash, endash, ndash

0x2213

mnplus

 

MinusPlus

0x2214

plusdo

 

 

0x2216

setmn

 

Backslash, backslash, setminus

0x2218

compfn

 

SmallCircle, bulop, convolu

0x221A

radic

 

Sqrt, sqrt, surd

0x221D

prop

 

Proportional, propto

0x221E

infin

 

Infinity, infty

0x2220

ang

 

Angle, angle, angupr

0x2221

angmsd

 

measuredangle

0x2222

angsph

 

sphericalangle

0x2223

mid

 

VerticalBar

0x2224

nmid

 

NotVerticalBar

0x2225

par

 

DoubleVerticalBar, parallel

0x2226

npar

 

NotDoubleVerticalBar, nparallel

0x2227

and

 

And, wedge

0x2228

or

 

Or, vee

0x2229

cap

 

 

0x222A

cup

 

 

0x222B

int

 

Integral

0x222C

Int

 

iint

0x222D

tint

 

iiint

0x222E

conint

 

ContourIntegral, oint

0x2234

there4

 

Therefore, therefore

0x2235

becaus

 

because

0x223C

sim

 

Tilde

0x2240

wreath

 

VerticalTilde, wr

0x2241

nsim

 

NotTilde

0x2243

sime

 

TildeEqual, simeq

0x2244

nsime

 

NotTildeEqual, nsimeq

0x2245

cong

 

TildeFullEqual

0x2246

simne

 

 

0x2247

ncong

 

NotTildeFullEqual

0x2248

ap

 

TildeTilde, approx

0x2249

nap

 

NotTildeTilde, napprox

0x224D

asymp

 

CupCap

0x2257

cire

 

circeq

0x2259

wedgeq

 

 

0x225A

veeeq

 

 

0x225B

easter

 

 

0x225C

trie

 

triangleq

0x225F

equest

 

 

glyph188

0x2260

ne

 

NotEqual, neq

0x2261

equiv

 

Congruent

0x2262

nequiv

 

NotCongruent

glyph191

0x2264

le

 

LessEqual, leq

0x2265

ge

 

GreaterEqual, geq

U02268

0x2268

lnE

 

lnE, lneqq

U02269

0x2269

gnE

 

gnE, gneqq

0x226A

Lt

 

LessLess, ll

0x226B

Gt

 

GreaterGreater, gg

0x226D

NotCupCap

 

nasymp

0x226E

nlt

 

NotLess, nless

0x226F

ngt

 

NotGreater, ngtr

0x2270

nlE

 

NotLessSlantEqual, nleqslant, nles

0x2271

ngE

 

NotGreaterSlantEqual, ngeqslant, nges

0x227A

pr

 

prec

0x227B

sc

 

succ

0x227D

sccue

 

sce, succeq

0x2280

npr

 

nprec

0x2281

nsc

 

nsucc

0x2282

sub

 

Subset, subset

0x2283

sup

 

Superset, supset

0x2284

nsub

 

NotSubset, vnsub, nsubset, sublineh

0x2285

nsup

 

NotSuperset, vnsup, nsupset, suplineh

0x2286

sube

 

SubsetEqual, sube, subseteq, subuline

0x2287

supe

 

SupersetEqual, supe, supseteq, supuline

0x2288

nsubE

 

NotSubsetEqual, nsube, nsubseteq

0x2289

nsupE

 

NotSupersetEqual, nsupe, nsupseteq

0x228A

subne

 

subne, subsetneq

0x228B

supne

 

supne, supsetneq

0x2295

oplus

 

CirclePlus

0x2296

ominus

 

CircleMinus

0x2297

otimes

 

CircleTimes

0x2298

osol

 

oslash

0x2299

odot

 

CircleDot

0x229E

plusb

 

boxplus

0x229F

minusb

 

boxminus

0x22A0

timesb

 

boxtimes

0x22A1

sdotb

 

dotsquare

0x22A2

vdash

 

RightTee

0x22A3

dashv

 

LeftTee

0x22A4

top

 

DownTee

0x22A5

bottom

 

UpTee, bot, bot, perp, upTee

0x22A8

vDash

 

DoubleRightTee

0x22A9

Vdash

 

 

0x22AC

nvdash

 

 

0x22AD

nvDash

 

 

0x22AE

nVdash

 

 

0x22AF

nVDash

 

 

0x22B4

ltrie

 

LeftTriangleEqual, trianglelefteq

0x22B5

rtrie

 

RightTriangleEqual, trianglerighteq

0x22B8

mumap

 

multimap

0x22C0

xwedge

 

bigwedge

0x22C1

xvee

 

Vee, bigvee

0x22C2

xcap

 

bigcap

0x22C3

xcup

 

bigcup

0x22C9

ltimes

 

 

0x22CA

rtimes

 

 

0x22CB

lthree

 

leftthreetimes

0x22CC

rthree

 

rightfthreetimes

0x22D4

fork

 

pitchfork

0x22D6

ltdot

 

lessdot

0x22D7

gtdot

 

 

0x22D8

Ll

 

lll

0x22D9

Gg

 

ggg

glyph251

0x22EA

nltri

 

NotLeftTriangle, ntriangleleft

0x22EB

nrtri

 

NotRightTriangle, ntriangleright

0x22EC

nltrie

 

NotLeftTriangleEqual, ntrianglelefteq

0x22ED

nrtrie

 

NotRightTriangleEqual, ntrianglerighteq

0x22EE

vellip

 

VerticalEllipsis, elipd, vdots

0x22EF

ctdot

 

CenterEllipsis, cdots, cellip

0x22F1

dtdot

 

Continuation, ddots, soldotr

0x2308

lceil

 

LeftCeiling, ceill

0x2309

rceil

 

RightCeiling, ceilr

0x230A

lfloor

 

LeftFloor, floorl

0x230B

rfloor

 

RightFloor, floorr

0x231C

ulcorn

 

ulcorner

0x231D

urcorn

 

urcorner

0x231E

dlcorn

 

llcorner

0x231F

drcorn

 

lrcorner

0x2329

lang

 

LeftAngleBracket, langle

0x232A

rang

 

RightAngleBracket, rangle

0x25A1

squ

 

Box, square

0x25AA

squf

 

FilledRectangle, blacksquare, qed, squarf

0x25B4

utrif

 

blacktriangle

0x25B5

utri

 

EmptyUpTriangle, bigtriangleup, xutri

0x25B8

rtrif

 

blacktriangleright

0x25B9

rtri

 

triangleright

0x25BE

dtrif

 

blacktriangledown

0x25BF

dtri

 

EmptyDownTriangle, bigtriangledown, xdtri

0x25C2

ltrif

 

blacktriangleleft

0x25C3

ltri

 

triangleleft

0x266D

flat

 

 

0x266E

natur

 

natural

0x266F

sharp

 

 

0x2713

check

 

Hacek, hacek

0x27F5

xlarr

 

llarrow, longleftarrow

0x27F6

xrarr

 

longrightarrow, lrarrow

0x27F7

xharr

 

 

0x2A00

bigodot

 

xodot

0x2A01

bigoplus

 

xoplus

0x2A02

bigotimes

 

xotimes

0x2A3F

amalg

 

 

0x2A87

lne

 

lne, lneq

0x2A88

gne

 

gne, gneq

0x2AAF

prE

 

pre, preceq

0x2AC5

subE

 

subE, subseteqq

0x2AC6

supE

 

supE, supseteqq

0x2ACB

subnE

 

subnE, subsetneqq

0x2ACC

supnE

 

supnE, supsetneqq

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