MMLALIAS

Overview
Sets of names
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Entity Declarations
XSLT 2 character map

NameUnicodeGlyphUnicode NameDescriptionAliases
angle02220U02220ANGLEalias ISOAMSO angang
ApplyFunction02061U02061FUNCTION APPLICATIONcharacter showing function application in presentation taggingaf
approx02248U02248ALMOST EQUAL TOalias ISOTECH apasymp, ap, TildeTilde, thkap, thickapprox
approxeq0224AU0224AALMOST EQUAL OR EQUAL TOalias ISOAMSR apeape
Assign02254U02254COLON EQUALSassignment operator, alias ISOAMSR colonecolone, coloneq
backcong0224CU0224CALL EQUAL TOalias ISOAMSR bcongbcong
backepsilon003F6U003F6GREEK REVERSED LUNATE EPSILON SYMBOLalias ISOAMSR bepsibepsi
backprime02035U02035REVERSED PRIMEalias ISOAMSO bprimebprime
backsim0223DU0223DREVERSED TILDEalias ISOAMSR bsimbsim
backsimeq022CDU022CDREVERSED TILDE EQUALSalias ISOAMSR bsimebsime
Backslash02216U02216SET MINUSalias ISOAMSB setmnsetmn, setminus, ssetmn, smallsetminus
barwedge02305U02305PROJECTIVEalias ISOAMSB barwedbarwed
because02235U02235BECAUSEalias ISOTECH becausbecaus, Because
Because02235U02235BECAUSEalias ISOTECH becausbecaus, because
Bernoullis0212CU0212CSCRIPT CAPITAL Balias ISOTECH bernoubernou, Bscr
between0226CU0226CBETWEENalias ISOAMSR twixttwixt
bigcap022C2U022C2N-ARY INTERSECTIONalias ISOAMSB xcapxcap, Intersection
bigcirc025EFU025EFLARGE CIRCLEalias ISOAMSB xcircxcirc
bigcup022C3U022C3N-ARY UNIONalias ISOAMSB xcupxcup, Union
bigodot02A00U02A00N-ARY CIRCLED DOT OPERATORalias ISOAMSB xodotxodot
bigoplus02A01U02A01N-ARY CIRCLED PLUS OPERATORalias ISOAMSB xoplusxoplus
bigotimes02A02U02A02N-ARY CIRCLED TIMES OPERATORalias ISOAMSB xotimexotime
bigsqcup02A06U02A06N-ARY SQUARE UNION OPERATORalias ISOAMSB xsqcupxsqcup
bigstar02605U02605BLACK STARISOPUB starf starf
bigtriangledown025BDU025BDWHITE DOWN-POINTING TRIANGLEalias ISOAMSB xdtrixdtri
bigtriangleup025B3U025B3WHITE UP-POINTING TRIANGLEalias ISOAMSB xutrixutri
biguplus02A04U02A04N-ARY UNION OPERATOR WITH PLUSalias ISOAMSB xuplusxuplus
bigvee022C1U022C1N-ARY LOGICAL ORalias ISOAMSB xveexvee, Vee
bigwedge022C0U022C0N-ARY LOGICAL ANDalias ISOAMSB xwedgexwedge, Wedge
bkarow0290DU0290DRIGHTWARDS DOUBLE DASH ARROWalias ISOAMSA rbarrrbarr
blacklozenge029EBU029EBBLACK LOZENGEalias ISOPUB lozflozf
blacksquare025AAU025AABLACK SMALL SQUAREISOTECH squarf squf, squarf, FilledVerySmallSquare
blacktriangle025B4U025B4BLACK UP-POINTING SMALL TRIANGLEalias ISOPUB utrifutrif
blacktriangledown025BEU025BEBLACK DOWN-POINTING SMALL TRIANGLEalias ISOPUB dtrifdtrif
blacktriangleleft025C2U025C2BLACK LEFT-POINTING SMALL TRIANGLEalias ISOPUB ltrifltrif
blacktriangleright025B8U025B8BLACK RIGHT-POINTING SMALL TRIANGLEalias ISOPUB rtrifrtrif
bot022A5U022A5UP TACKalias ISOTECH bottombottom, perp, UpTee
boxminus0229FU0229FSQUARED MINUSalias ISOAMSB minusbminusb
boxplus0229EU0229ESQUARED PLUSalias ISOAMSB plusbplusb
boxtimes022A0U022A0SQUARED TIMESalias ISOAMSB timesbtimesb
Breve002D8U002D8BREVEalias ISODIA brevebreve
bullet02022U02022BULLETalias ISOPUB bullbull
bumpeq0224FU0224FDIFFERENCE BETWEENalias ISOAMSR bumpebumpe, HumpEqual
Bumpeq0224EU0224EGEOMETRICALLY EQUIVALENT TOalias ISOAMSR bumpbump, HumpDownHump
CapitalDifferentialD02145U02145DOUBLE-STRUCK ITALIC CAPITAL DD for use in differentials, e.g., within integralsDD
Cayleys0212DU0212DBLACK-LETTER CAPITAL Cthe non-associative ring of octonions or Cayley numbersCfr
Cedilla000B8U000B8CEDILLAalias ISODIA cedilcedil
centerdot000B7U000B7MIDDLE DOTalias ISONUM middotmiddot, CenterDot
CenterDot000B7U000B7MIDDLE DOTalias ISONUM middotmiddot, centerdot
checkmark02713U02713CHECK MARKalias ISOPUB checkcheck
circeq02257U02257RING EQUAL TOalias ISOAMSR cirecire
circlearrowleft021BAU021BAANTICLOCKWISE OPEN CIRCLE ARROWalias ISOAMSA olarrolarr
circlearrowright021BBU021BBCLOCKWISE OPEN CIRCLE ARROWalias ISOAMSA orarrorarr
circledast0229BU0229BCIRCLED ASTERISK OPERATORalias ISOAMSB oastoast
circledcirc0229AU0229ACIRCLED RING OPERATORalias ISOAMSB ocirocir
circleddash0229DU0229DCIRCLED DASHalias ISOAMSB odashodash
CircleDot02299U02299CIRCLED DOT OPERATORalias ISOAMSB odotodot
circledR000AEU000AEREGISTERED SIGNalias ISONUM regreg, REG
circledS024C8U024C8CIRCLED LATIN CAPITAL LETTER Salias ISOAMSO oSoS
CircleMinus02296U02296CIRCLED MINUSalias ISOAMSB ominusominus
CirclePlus02295U02295CIRCLED PLUSalias ISOAMSB oplusoplus
CircleTimes02297U02297CIRCLED TIMESalias ISOAMSB otimesotimes
ClockwiseContourIntegral02232U02232CLOCKWISE CONTOUR INTEGRALalias ISOTECH cwconintcwconint
CloseCurlyDoubleQuote0201DU0201DRIGHT DOUBLE QUOTATION MARKalias ISONUM rdquordquo, rdquor
CloseCurlyQuote02019U02019RIGHT SINGLE QUOTATION MARKalias ISONUM rsquorsquo, rsquor
clubsuit02663U02663BLACK CLUB SUITISOPUB clubs clubs
coloneq02254U02254COLON EQUALSalias ISOAMSR colonecolone, Assign
complement02201U02201COMPLEMENTalias ISOAMSO compcomp
complexes02102U02102DOUBLE-STRUCK CAPITAL Cthe field of complex numbersCopf
Congruent02261U02261IDENTICAL TOalias ISOTECH equivequiv
ContourIntegral0222EU0222ECONTOUR INTEGRALalias ISOTECH conintconint, oint
Coproduct02210U02210N-ARY COPRODUCTalias ISOAMSB coprodcoprod
CounterClockwiseContourIntegral02233U02233ANTICLOCKWISE CONTOUR INTEGRALalias ISOTECH awconintawconint
CupCap0224DU0224DEQUIVALENT TOalias asympeqasympeq
curlyeqprec022DEU022DEEQUAL TO OR PRECEDESalias ISOAMSR cueprcuepr
curlyeqsucc022DFU022DFEQUAL TO OR SUCCEEDSalias ISOAMSR cuesccuesc
curlyvee022CEU022CECURLY LOGICAL ORalias ISOAMSB cuveecuvee
curlywedge022CFU022CFCURLY LOGICAL ANDalias ISOAMSB cuwedcuwed
curvearrowleft021B6U021B6ANTICLOCKWISE TOP SEMICIRCLE ARROWalias ISOAMSA cularrcularr
curvearrowright021B7U021B7CLOCKWISE TOP SEMICIRCLE ARROWalias ISOAMSA curarrcurarr
dbkarow0290FU0290FRIGHTWARDS TRIPLE DASH ARROWalias ISOAMSA rBarrrBarr
ddagger02021U02021DOUBLE DAGGERalias ISOPUB DaggerDagger
ddotseq02A77U02A77EQUALS SIGN WITH TWO DOTS ABOVE AND TWO DOTS BELOWalias ISOAMSR eDDoteDDot
Del02207U02207NABLAalias ISOTECH nablanabla
DiacriticalAcute000B4U000B4ACUTE ACCENTalias ISODIA acuteacute
DiacriticalDot002D9U002D9DOT ABOVEalias ISODIA dotdot
DiacriticalDoubleAcute002DDU002DDDOUBLE ACUTE ACCENTalias ISODIA dblacdblac
DiacriticalGrave00060U00060GRAVE ACCENTalias ISODIA gravegrave
DiacriticalTilde002DCU002DCSMALL TILDEalias ISODIA tildetilde
diamond022C4U022C4DIAMOND OPERATORalias ISOAMSB diamdiam, Diamond
Diamond022C4U022C4DIAMOND OPERATORalias ISOAMSB diamdiam, diamond
diamondsuit02666U02666BLACK DIAMOND SUITISOPUB diams diams
DifferentialD02146U02146DOUBLE-STRUCK ITALIC SMALL Dd for use in differentials, e.g., within integralsdd
digamma003DDU003DDGREEK SMALL LETTER DIGAMMAalias ISOGRK3 gammadgammad
div000F7U000F7DIVISION SIGNalias ISONUM dividedivide
divideontimes022C7U022C7DIVISION TIMESalias ISOAMSB divonxdivonx
doteq02250U02250APPROACHES THE LIMITalias ISOAMSR esdotesdot, DotEqual
doteqdot02251U02251GEOMETRICALLY EQUAL TOalias ISOAMSR eDoteDot
DotEqual02250U02250APPROACHES THE LIMITalias ISOAMSR esdotesdot, doteq
dotminus02238U02238DOT MINUSalias ISOAMSB minusdminusd
dotplus02214U02214DOT PLUSalias ISOAMSB plusdoplusdo
dotsquare022A1U022A1SQUARED DOT OPERATORalias ISOAMSB sdotbsdotb
doublebarwedge02306U02306PERSPECTIVEalias ISOAMSB BarwedBarwed
DoubleContourIntegral0222FU0222FSURFACE INTEGRALalias ISOTECH ConintConint
DoubleDot000A8U000A8DIAERESISalias ISODIA dieDot, die, uml
DoubleDownArrow021D3U021D3DOWNWARDS DOUBLE ARROWalias ISOAMSA dArrdArr, Downarrow
DoubleLeftArrow021D0U021D0LEFTWARDS DOUBLE ARROWalias ISOTECH lArrlArr, Leftarrow
DoubleLeftRightArrow021D4U021D4LEFT RIGHT DOUBLE ARROWalias ISOAMSA hArrhArr, Leftrightarrow, iff
DoubleLeftTee02AE4U02AE4VERTICAL BAR DOUBLE LEFT TURNSTILEalias for ⫤ Dashv
DoubleLongLeftArrow027F8U027F8LONG LEFTWARDS DOUBLE ARROWalias ISOAMSA xlArrxlArr, Longleftarrow
DoubleLongLeftRightArrow027FAU027FALONG LEFT RIGHT DOUBLE ARROWalias ISOAMSA xhArrxhArr, Longleftrightarrow
DoubleLongRightArrow027F9U027F9LONG RIGHTWARDS DOUBLE ARROWalias ISOAMSA xrArrxrArr, Longrightarrow
DoubleRightArrow021D2U021D2RIGHTWARDS DOUBLE ARROWalias ISOTECH rArrrArr, Rightarrow, Implies
DoubleRightTee022A8U022A8TRUEalias ISOAMSR vDashvDash
DoubleUpArrow021D1U021D1UPWARDS DOUBLE ARROWalias ISOAMSA uArruArr, Uparrow
DoubleUpDownArrow021D5U021D5UP DOWN DOUBLE ARROWalias ISOAMSA vArrvArr, Updownarrow
DoubleVerticalBar02225U02225PARALLEL TOalias ISOTECH parpar, parallel, spar, shortparallel
downarrow02193U02193DOWNWARDS ARROWalias ISONUM darrdarr, DownArrow, ShortDownArrow
Downarrow021D3U021D3DOWNWARDS DOUBLE ARROWalias ISOAMSA dArrdArr, DoubleDownArrow
DownArrow02193U02193DOWNWARDS ARROWalias ISONUM darrdarr, downarrow, ShortDownArrow
DownArrowUpArrow021F5U021F5DOWNWARDS ARROW LEFTWARDS OF UPWARDS ARROWalias ISOAMSA duarrduarr
downdownarrows021CAU021CADOWNWARDS PAIRED ARROWSalias ISOAMSA ddarrddarr
downharpoonleft021C3U021C3DOWNWARDS HARPOON WITH BARB LEFTWARDSalias ISOAMSA dharldharl, LeftDownVector
downharpoonright021C2U021C2DOWNWARDS HARPOON WITH BARB RIGHTWARDSalias ISOAMSA dharrdharr, RightDownVector
DownLeftVector021BDU021BDLEFTWARDS HARPOON WITH BARB DOWNWARDSalias ISOAMSA lhardlhard, leftharpoondown
DownRightVector021C1U021C1RIGHTWARDS HARPOON WITH BARB DOWNWARDSalias ISOAMSA rhardrhard, rightharpoondown
DownTee022A4U022A4DOWN TACKalias ISOTECH toptop
DownTeeArrow021A7U021A7DOWNWARDS ARROW FROM BARalias for mapstodownmapstodown
drbkarow02910U02910RIGHTWARDS TWO-HEADED TRIPLE DASH ARROWalias ISOAMSA RBarrRBarr
Element02208U02208ELEMENT OFalias ISOTECH isinvisin, isinv, in
emptyset02205U02205EMPTY SETalias ISOAMSO emptyempty, emptyv, varnothing
eqcirc02256U02256RING IN EQUAL TOalias ISOAMSR ecirecir
eqcolon02255U02255EQUALS COLONalias ISOAMSR ecolonecolon
eqsim02242U02242MINUS TILDEalias ISOAMSR esimesim, EqualTilde
eqslantgtr02A96U02A96SLANTED EQUAL TO OR GREATER-THANalias ISOAMSR egsegs
eqslantless02A95U02A95SLANTED EQUAL TO OR LESS-THANalias ISOAMSR elsels
EqualTilde02242U02242MINUS TILDEalias ISOAMSR esimesim, eqsim
Equilibrium021CCU021CCRIGHTWARDS HARPOON OVER LEFTWARDS HARPOONalias ISOAMSA rlharrlhar, rightleftharpoons
Exists02203U02203THERE EXISTSalias ISOTECH existexist
expectation02130U02130SCRIPT CAPITAL Eexpectation (operator)Escr
exponentiale02147U02147DOUBLE-STRUCK ITALIC SMALL Ebase of the Napierian logarithmsExponentialE, ee
ExponentialE02147U02147DOUBLE-STRUCK ITALIC SMALL Ee use for the exponential base of the natural logarithmsexponentiale, ee
fallingdotseq02252U02252APPROXIMATELY EQUAL TO OR THE IMAGE OFalias ISOAMSR efDotefDot
ForAll02200U02200FOR ALLalias ISOTECH forallforall
Fouriertrf02131U02131SCRIPT CAPITAL FFourier transformFscr
geq02265U02265GREATER-THAN OR EQUAL TOalias ISOTECH gege, GreaterEqual
geqq02267U02267GREATER-THAN OVER EQUAL TOalias ISOAMSR gEgE, GreaterFullEqual
geqslant02A7EU02A7EGREATER-THAN OR SLANTED EQUAL TOalias ISOAMSR gesges, GreaterSlantEqual
gg0226BU0226BMUCH GREATER-THANalias ISOAMSR GtGt, NestedGreaterGreater
ggg022D9U022D9VERY MUCH GREATER-THANalias ISOAMSR GgGg
gnapprox02A8AU02A8AGREATER-THAN AND NOT APPROXIMATEalias ISOAMSN gnapgnap
gneq02A88U02A88GREATER-THAN AND SINGLE-LINE NOT EQUAL TOalias ISOAMSN gnegne
gneqq02269U02269GREATER-THAN BUT NOT EQUAL TOalias ISOAMSN gnEgnE
GreaterEqual02265U02265GREATER-THAN OR EQUAL TOalias ISOTECH gege, geq
GreaterEqualLess022DBU022DBGREATER-THAN EQUAL TO OR LESS-THANalias ISOAMSR gelgel, gtreqless
GreaterFullEqual02267U02267GREATER-THAN OVER EQUAL TOalias ISOAMSR gEgE, geqq
GreaterLess02277U02277GREATER-THAN OR LESS-THANalias ISOAMSR glgl, gtrless
GreaterSlantEqual02A7EU02A7EGREATER-THAN OR SLANTED EQUAL TOalias ISOAMSR gesges, geqslant
GreaterTilde02273U02273GREATER-THAN OR EQUIVALENT TOalias ISOAMSR gsimgsim, gtrsim
gtrapprox02A86U02A86GREATER-THAN OR APPROXIMATEalias ISOAMSR gapgap
gtrdot022D7U022D7GREATER-THAN WITH DOTalias ISOAMSR gtdotgtdot
gtreqless022DBU022DBGREATER-THAN EQUAL TO OR LESS-THANalias ISOAMSR gelgel, GreaterEqualLess
gtreqqless02A8CU02A8CGREATER-THAN ABOVE DOUBLE-LINE EQUAL ABOVE LESS-THANalias ISOAMSR gElgEl
gtrless02277U02277GREATER-THAN OR LESS-THANalias ISOAMSR glgl, GreaterLess
gtrsim02273U02273GREATER-THAN OR EQUIVALENT TOalias ISOAMSR gsimgsim, GreaterTilde
gvertneqq02269-0FE00U02269-0FE00GREATER-THAN BUT NOT EQUAL TO - with vertical strokealias ISOAMSN gvnEgvnE
Hacek002C7U002C7CARONalias ISODIA caroncaron
hbar0210FU0210FPLANCK CONSTANT OVER TWO PIalias ISOAMSO plankplanck, plankv, hslash
heartsuit02665U02665BLACK HEART SUITISOPUB heartshearts
HilbertSpace0210BU0210BSCRIPT CAPITAL HHilbert spacehamilt, Hscr
hksearow02925U02925SOUTH EAST ARROW WITH HOOKalias ISOAMSA searhksearhk
hkswarow02926U02926SOUTH WEST ARROW WITH HOOKalias ISOAMSA swarhkswarhk
hookleftarrow021A9U021A9LEFTWARDS ARROW WITH HOOKalias ISOAMSA larrhklarrhk
hookrightarrow021AAU021AARIGHTWARDS ARROW WITH HOOKalias ISOAMSA rarrhkrarrhk
hslash0210FU0210FPLANCK CONSTANT OVER TWO PIalias ISOAMSO plankvplanck, hbar, plankv
HumpDownHump0224EU0224EGEOMETRICALLY EQUIVALENT TOalias ISOAMSR bumpbump, Bumpeq
HumpEqual0224FU0224FDIFFERENCE BETWEENalias ISOAMSR bumpebumpe, bumpeq
iiiint02A0CU02A0CQUADRUPLE INTEGRAL OPERATORalias ISOTECH qintqint
iiint0222DU0222DTRIPLE INTEGRALalias ISOTECH tinttint
Im02111U02111BLACK-LETTER CAPITAL Ialias ISOAMSO imageimage, imagpart, Ifr
ImaginaryI02148U02148DOUBLE-STRUCK ITALIC SMALL Ii for use as a square root of -1ii
imagline02110U02110SCRIPT CAPITAL Ithe geometric imaginary lineIscr
imagpart02111U02111BLACK-LETTER CAPITAL Ialias ISOAMSO imageimage, Im, Ifr
Implies021D2U021D2RIGHTWARDS DOUBLE ARROWalias ISOTECH rArrrArr, Rightarrow, DoubleRightArrow
in02208U02208ELEMENT OFISOTECH isin isin, isinv, Element
integers02124U02124DOUBLE-STRUCK CAPITAL Zthe ring of integersZopf
Integral0222BU0222BINTEGRALalias ISOTECH intint
intercal022BAU022BAINTERCALATEalias ISOAMSB intcalintcal
Intersection022C2U022C2N-ARY INTERSECTIONalias ISOAMSB xcapxcap, bigcap
intprod02A3CU02A3CINTERIOR PRODUCTalias ISOAMSB iprodiprod
InvisibleComma02063U02063INVISIBLE SEPARATORused as a separator, e.g., in indicesic
InvisibleTimes02062U02062INVISIBLE TIMESmarks multiplication when it is understood without a markit
langle027E8U027E8MATHEMATICAL LEFT ANGLE BRACKETalias ISOTECH langlang, LeftAngleBracket
Laplacetrf02112U02112SCRIPT CAPITAL LLaplace transformLscr, lagran
lbrace0007BU0007BLEFT CURLY BRACKETalias ISONUM lcublcub
lbrack0005BU0005BLEFT SQUARE BRACKETalias ISONUM lsqblsqb
LeftAngleBracket027E8U027E8MATHEMATICAL LEFT ANGLE BRACKETalias ISOTECH langlang, langle
leftarrow02190U02190LEFTWARDS ARROWalias ISONUM larrlarr, LeftArrow, slarr, ShortLeftArrow
Leftarrow021D0U021D0LEFTWARDS DOUBLE ARROWalias ISOTECH lArrlArr, DoubleLeftArrow
LeftArrow02190U02190LEFTWARDS ARROWalias ISONUM larrlarr, leftarrow, slarr, ShortLeftArrow
LeftArrowBar021E4U021E4LEFTWARDS ARROW TO BARalias for larrblarrb
LeftArrowRightArrow021C6U021C6LEFTWARDS ARROW OVER RIGHTWARDS ARROWalias ISOAMSA lrarrlrarr, leftrightarrows
leftarrowtail021A2U021A2LEFTWARDS ARROW WITH TAILalias ISOAMSA larrtllarrtl
LeftCeiling02308U02308LEFT CEILINGalias ISOAMSC lceillceil
LeftDoubleBracket027E6U027E6MATHEMATICAL LEFT WHITE SQUARE BRACKETleft double bracket delimiterlobrk
LeftDownVector021C3U021C3DOWNWARDS HARPOON WITH BARB LEFTWARDSalias ISOAMSA dharldharl, downharpoonleft
LeftFloor0230AU0230ALEFT FLOORalias ISOAMSC lfloorlfloor
leftharpoondown021BDU021BDLEFTWARDS HARPOON WITH BARB DOWNWARDSalias ISOAMSA lhardlhard, DownLeftVector
leftharpoonup021BCU021BCLEFTWARDS HARPOON WITH BARB UPWARDSalias ISOAMSA lharulharu, LeftVector
leftleftarrows021C7U021C7LEFTWARDS PAIRED ARROWSalias ISOAMSA llarrllarr
leftrightarrow02194U02194LEFT RIGHT ARROWalias ISOAMSA harrharr, LeftRightArrow
Leftrightarrow021D4U021D4LEFT RIGHT DOUBLE ARROWalias ISOAMSA hArrhArr, DoubleLeftRightArrow, iff
LeftRightArrow02194U02194LEFT RIGHT ARROWalias ISOAMSA harrharr, leftrightarrow
leftrightarrows021C6U021C6LEFTWARDS ARROW OVER RIGHTWARDS ARROWalias ISOAMSA lrarrlrarr, LeftArrowRightArrow
leftrightharpoons021CBU021CBLEFTWARDS HARPOON OVER RIGHTWARDS HARPOONalias ISOAMSA lrharlrhar, ReverseEquilibrium
leftrightsquigarrow021ADU021ADLEFT RIGHT WAVE ARROWalias ISOAMSA harrwharrw
LeftTee022A3U022A3LEFT TACKalias ISOAMSR dashvdashv
LeftTeeArrow021A4U021A4LEFTWARDS ARROW FROM BARalias for mapstoleftmapstoleft
leftthreetimes022CBU022CBLEFT SEMIDIRECT PRODUCTalias ISOAMSB lthreelthree
LeftTriangle022B2U022B2NORMAL SUBGROUP OFalias ISOAMSR vltrivltri, vartriangleleft
LeftTriangleEqual022B4U022B4NORMAL SUBGROUP OF OR EQUAL TOalias ISOAMSR ltrieltrie, trianglelefteq
LeftUpVector021BFU021BFUPWARDS HARPOON WITH BARB LEFTWARDSalias ISOAMSA uharluharl, upharpoonleft
LeftVector021BCU021BCLEFTWARDS HARPOON WITH BARB UPWARDSalias ISOAMSA lharulharu, leftharpoonup
leq02264U02264LESS-THAN OR EQUAL TOalias ISOTECH lele
leqq02266U02266LESS-THAN OVER EQUAL TOalias ISOAMSR lElE, LessFullEqual
leqslant02A7DU02A7DLESS-THAN OR SLANTED EQUAL TOalias ISOAMSR lesles, LessSlantEqual
lessapprox02A85U02A85LESS-THAN OR APPROXIMATEalias ISOAMSR laplap
lessdot022D6U022D6LESS-THAN WITH DOTalias ISOAMSR ltdotltdot
lesseqgtr022DAU022DALESS-THAN EQUAL TO OR GREATER-THANalias ISOAMSR legleg, LessEqualGreater
lesseqqgtr02A8BU02A8BLESS-THAN ABOVE DOUBLE-LINE EQUAL ABOVE GREATER-THANalias ISOAMSR lEglEg
LessEqualGreater022DAU022DALESS-THAN EQUAL TO OR GREATER-THANalias ISOAMSR legleg, lesseqgtr
LessFullEqual02266U02266LESS-THAN OVER EQUAL TOalias ISOAMSR lElE, leqq
LessGreater02276U02276LESS-THAN OR GREATER-THANalias ISOAMSR lglg, lessgtr
lessgtr02276U02276LESS-THAN OR GREATER-THANalias ISOAMSR lglg, LessGreater
lesssim02272U02272LESS-THAN OR EQUIVALENT TOalias ISOAMSR lsimlsim, LessTilde
LessSlantEqual02A7DU02A7DLESS-THAN OR SLANTED EQUAL TOalias ISOAMSR lesles, leqslant
LessTilde02272U02272LESS-THAN OR EQUIVALENT TOalias ISOAMSR lsimlsim, lesssim
ll0226AU0226AMUCH LESS-THANalias ISOAMSR LtLt, NestedLessLess
llcorner0231EU0231EBOTTOM LEFT CORNERalias ISOAMSC dlcorndlcorn
Lleftarrow021DAU021DALEFTWARDS TRIPLE ARROWalias ISOAMSA lAarrlAarr
lmoustache023B0U023B0UPPER LEFT OR LOWER RIGHT CURLY BRACKET SECTIONalias ISOAMSC lmoustlmoust
lnapprox02A89U02A89LESS-THAN AND NOT APPROXIMATEalias ISOAMSN lnaplnap
lneq02A87U02A87LESS-THAN AND SINGLE-LINE NOT EQUAL TOalias ISOAMSN lnelne
lneqq02268U02268LESS-THAN BUT NOT EQUAL TOalias ISOAMSN lnElnE
longleftarrow027F5U027F5LONG LEFTWARDS ARROWalias ISOAMSA xlarrxlarr, LongLeftArrow
Longleftarrow027F8U027F8LONG LEFTWARDS DOUBLE ARROWalias ISOAMSA xlArrxlArr, DoubleLongLeftArrow
LongLeftArrow027F5U027F5LONG LEFTWARDS ARROWalias ISOAMSA xlarrxlarr, longleftarrow
longleftrightarrow027F7U027F7LONG LEFT RIGHT ARROWalias ISOAMSA xharrxharr, LongLeftRightArrow
Longleftrightarrow027FAU027FALONG LEFT RIGHT DOUBLE ARROWalias ISOAMSA xhArrxhArr, DoubleLongLeftRightArrow
LongLeftRightArrow027F7U027F7LONG LEFT RIGHT ARROWalias ISOAMSA xharrxharr, longleftrightarrow
longmapsto027FCU027FCLONG RIGHTWARDS ARROW FROM BARalias ISOAMSA xmapxmap
longrightarrow027F6U027F6LONG RIGHTWARDS ARROWalias ISOAMSA xrarrxrarr, LongRightArrow
Longrightarrow027F9U027F9LONG RIGHTWARDS DOUBLE ARROWalias ISOAMSA xrArrxrArr, DoubleLongRightArrow
LongRightArrow027F6U027F6LONG RIGHTWARDS ARROWalias ISOAMSA xrarrxrarr, longrightarrow
looparrowleft021ABU021ABLEFTWARDS ARROW WITH LOOPalias ISOAMSA larrlplarrlp
looparrowright021ACU021ACRIGHTWARDS ARROW WITH LOOPalias ISOAMSA rarrlprarrlp
LowerLeftArrow02199U02199SOUTH WEST ARROWalias ISOAMSA swarrswarr, swarrow
LowerRightArrow02198U02198SOUTH EAST ARROWalias ISOAMSA searrsearr, searrow
lozenge025CAU025CALOZENGEalias ISOPUB lozloz
lrcorner0231FU0231FBOTTOM RIGHT CORNERalias ISOAMSC drcorndrcorn
Lsh021B0U021B0UPWARDS ARROW WITH TIP LEFTWARDSalias ISOAMSA lshlsh
lvertneqq02268-0FE00U02268-0FE00LESS-THAN BUT NOT EQUAL TO - with vertical strokealias ISOAMSN lvnElvnE
maltese02720U02720MALTESE CROSSalias ISOPUB maltmalt
mapsto021A6U021A6RIGHTWARDS ARROW FROM BARalias ISOAMSA mapmap, RightTeeArrow
measuredangle02221U02221MEASURED ANGLEalias ISOAMSO angmsdangmsd
Mellintrf02133U02133SCRIPT CAPITAL MMellin transformphmmat, Mscr
MinusPlus02213U02213MINUS-OR-PLUS SIGNalias ISOTECH mnplusmnplus, mp
mp02213U02213MINUS-OR-PLUS SIGNalias ISOTECH mnplusmnplus, MinusPlus
multimap022B8U022B8MULTIMAPalias ISOAMSA mumapmumap
napprox02249U02249NOT ALMOST EQUAL TOalias ISOAMSN napnap, NotTildeTilde
natural0266EU0266EMUSIC NATURAL SIGNalias ISOPUB naturnatur
naturals02115U02115DOUBLE-STRUCK CAPITAL Nthe semi-ring of natural numbersNopf
nearrow02197U02197NORTH EAST ARROWalias ISOAMSA nearrnearr, UpperRightArrow
NegativeMediumSpace0200BU0200BZERO WIDTH SPACEspace of width -4/18 emZeroWidthSpace, NegativeVeryThinSpace, NegativeThinSpace, NegativeThickSpace
NegativeThickSpace0200BU0200BZERO WIDTH SPACEspace of width -5/18 emZeroWidthSpace, NegativeVeryThinSpace, NegativeThinSpace, NegativeMediumSpace
NegativeThinSpace0200BU0200BZERO WIDTH SPACEspace of width -3/18 emZeroWidthSpace, NegativeVeryThinSpace, NegativeMediumSpace, NegativeThickSpace
NegativeVeryThinSpace0200BU0200BZERO WIDTH SPACEspace of width -1/18 emZeroWidthSpace, NegativeThinSpace, NegativeMediumSpace, NegativeThickSpace
NestedGreaterGreater0226BU0226BMUCH GREATER-THANalias ISOAMSR GtGt, gg
NestedLessLess0226AU0226AMUCH LESS-THANalias ISOAMSR LtLt, ll
nexists02204U02204THERE DOES NOT EXISTalias ISOAMSO nexistnexist, NotExists
ngeq02271U02271NEITHER GREATER-THAN NOR EQUAL TOalias ISOAMSN ngenge, NotGreaterEqual
ngeqq02267-00338U02267-00338GREATER-THAN OVER EQUAL TO with slashalias ISOAMSN ngEngE
ngeqslant02A7E-00338U02A7E-00338GREATER-THAN OR SLANTED EQUAL TO with slashalias ISOAMSN ngesnges, NotGreaterSlantEqual
ngtr0226FU0226FNOT GREATER-THANalias ISOAMSN ngtngt, NotGreater
nleftarrow0219AU0219ALEFTWARDS ARROW WITH STROKEalias ISOAMSA nlarrnlarr
nLeftarrow021CDU021CDLEFTWARDS DOUBLE ARROW WITH STROKEalias ISOAMSA nlArrnlArr
nleftrightarrow021AEU021AELEFT RIGHT ARROW WITH STROKEalias ISOAMSA nharrnharr
nLeftrightarrow021CEU021CELEFT RIGHT DOUBLE ARROW WITH STROKEalias ISOAMSA nhArrnhArr
nleq02270U02270NEITHER LESS-THAN NOR EQUAL TOalias ISOAMSN nlenle, NotLessEqual
nleqq02266-00338U02266-00338LESS-THAN OVER EQUAL TO with slashalias ISOAMSN nlEnlE, NotGreaterFullEqual
nleqslant02A7D-00338U02A7D-00338LESS-THAN OR SLANTED EQUAL TO with slashalias ISOAMSN nlesnles, NotLessSlantEqual
nless0226EU0226ENOT LESS-THANalias ISOAMSN nltnlt, NotLess
NonBreakingSpace000A0U000A0NO-BREAK SPACEalias ISONUM nbspnbsp
NotCongruent02262U02262NOT IDENTICAL TOalias ISOAMSN nequivnequiv
NotDoubleVerticalBar02226U02226NOT PARALLEL TOalias ISOAMSN nparnpar, nparallel, nspar, nshortparallel
NotElement02209U02209NOT AN ELEMENT OFalias ISOTECH notinnotin, notinva
NotEqual02260U02260NOT EQUAL TOalias ISOTECH nene
NotEqualTilde02242-00338U02242-00338MINUS TILDE with slashalias for ≂̸nesim
NotExists02204U02204THERE DOES NOT EXISTalias ISOAMSO nexistnexist, nexists
NotGreater0226FU0226FNOT GREATER-THANalias ISOAMSN ngtngt, ngtr
NotGreaterEqual02271U02271NEITHER GREATER-THAN NOR EQUAL TOalias ISOAMSN ngenge, ngeq
NotGreaterFullEqual02266-00338U02266-00338LESS-THAN OVER EQUAL TO with slashalias ISOAMSN nlEnlE, nleqq
NotGreaterGreater0226B-00338U0226B-00338MUCH GREATER THAN with slashalias ISOAMSN nGtvnGtv
NotGreaterLess02279U02279NEITHER GREATER-THAN NOR LESS-THANalias ISOAMSN ntvglntgl
NotGreaterSlantEqual02A7E-00338U02A7E-00338GREATER-THAN OR SLANTED EQUAL TO with slashalias ISOAMSN ngesnges, ngeqslant
NotGreaterTilde02275U02275NEITHER GREATER-THAN NOR EQUIVALENT TOalias ISOAMSN ngsimngsim
NotHumpDownHump0224E-00338U0224E-00338GEOMETRICALLY EQUIVALENT TO with slashalias for ≎̸nbump
NotLeftTriangle022EAU022EANOT NORMAL SUBGROUP OFalias ISOAMSN nltrinltri, ntriangleleft
NotLeftTriangleEqual022ECU022ECNOT NORMAL SUBGROUP OF OR EQUAL TOalias ISOAMSN nltrienltrie, ntrianglelefteq
NotLess0226EU0226ENOT LESS-THANalias ISOAMSN nltnlt, nless
NotLessEqual02270U02270NEITHER LESS-THAN NOR EQUAL TOalias ISOAMSN nlenle, nleq
NotLessGreater02278U02278NEITHER LESS-THAN NOR GREATER-THANalias ISOAMSN ntvlgntlg
NotLessLess0226A-00338U0226A-00338MUCH LESS THAN with slashalias ISOAMSN nLtvnLtv
NotLessSlantEqual02A7D-00338U02A7D-00338LESS-THAN OR SLANTED EQUAL TO with slashalias ISOAMSN nlesnles, nleqslant
NotLessTilde02274U02274NEITHER LESS-THAN NOR EQUIVALENT TOalias ISOAMSN nlsimnlsim
NotPrecedes02280U02280DOES NOT PRECEDEalias ISOAMSN nprnpr, nprec
NotPrecedesEqual02AAF-00338U02AAF-00338PRECEDES ABOVE SINGLE-LINE EQUALS SIGN with slashalias ISOAMSN nprenpre, npreceq
NotPrecedesSlantEqual022E0U022E0DOES NOT PRECEDE OR EQUALalias ISOAMSN nprcuenprcue
NotReverseElement0220CU0220CDOES NOT CONTAIN AS MEMBERalias ISOTECH notnivanotni, notniva
NotRightTriangle022EBU022EBDOES NOT CONTAIN AS NORMAL SUBGROUPalias ISOAMSN nrtrinrtri, ntriangleright
NotRightTriangleEqual022EDU022EDDOES NOT CONTAIN AS NORMAL SUBGROUP OR EQUALalias ISOAMSN nrtrienrtrie, ntrianglerighteq
NotSquareSubsetEqual022E2U022E2NOT SQUARE IMAGE OF OR EQUAL TOalias ISOAMSN nsqsubensqsube
NotSquareSupersetEqual022E3U022E3NOT SQUARE ORIGINAL OF OR EQUAL TOalias ISOAMSN nsqsupensqsupe
NotSubset02282-020D2U02282-020D2SUBSET OF with vertical linealias ISOAMSN vnsubvnsub, nsubset
NotSubsetEqual02288U02288NEITHER A SUBSET OF NOR EQUAL TOalias ISOAMSN nsubensube, nsubseteq
NotSucceeds02281U02281DOES NOT SUCCEEDalias ISOAMSN nscnsc, nsucc
NotSucceedsEqual02AB0-00338U02AB0-00338SUCCEEDS ABOVE SINGLE-LINE EQUALS SIGN with slashalias ISOAMSN nscensce, nsucceq
NotSucceedsSlantEqual022E1U022E1DOES NOT SUCCEED OR EQUALalias ISOAMSN nsccuensccue
NotSuperset02283-020D2U02283-020D2SUPERSET OF with vertical linealias ISOAMSN vnsupvnsup, nsupset
NotSupersetEqual02289U02289NEITHER A SUPERSET OF NOR EQUAL TOalias ISOAMSN nsupensupe, nsupseteq
NotTilde02241U02241NOT TILDEalias ISOAMSN nsimnsim
NotTildeEqual02244U02244NOT ASYMPTOTICALLY EQUAL TOalias ISOAMSN nsimensime, nsimeq
NotTildeFullEqual02247U02247NEITHER APPROXIMATELY NOR ACTUALLY EQUAL TOalias ISOAMSN ncongncong
NotTildeTilde02249U02249NOT ALMOST EQUAL TOalias ISOAMSN napnap, napprox
NotVerticalBar02224U02224DOES NOT DIVIDEalias ISOAMSN nmidnmid, nsmid, nshortmid
nparallel02226U02226NOT PARALLEL TOalias ISOAMSN nparnpar, NotDoubleVerticalBar, nspar, nshortparallel
nprec02280U02280DOES NOT PRECEDEalias ISOAMSN nprnpr, NotPrecedes
npreceq02AAF-00338U02AAF-00338PRECEDES ABOVE SINGLE-LINE EQUALS SIGN with slashalias ISOAMSN nprenpre, NotPrecedesEqual
nrightarrow0219BU0219BRIGHTWARDS ARROW WITH STROKEalias ISOAMSA nrarrnrarr
nRightarrow021CFU021CFRIGHTWARDS DOUBLE ARROW WITH STROKEalias ISOAMSA nrArrnrArr
nshortmid02224U02224DOES NOT DIVIDEalias ISOAMSN nsmidnmid, NotVerticalBar, nsmid
nshortparallel02226U02226NOT PARALLEL TOalias ISOAMSN nsparnpar, nparallel, NotDoubleVerticalBar, nspar
nsimeq02244U02244NOT ASYMPTOTICALLY EQUAL TOalias ISOAMSN nsimensime, NotTildeEqual
nsubset02282-020D2U02282-020D2SUBSET OF with vertical linealias ISOAMSN vnsubvnsub, NotSubset
nsubseteq02288U02288NEITHER A SUBSET OF NOR EQUAL TOalias ISOAMSN nsubensube, NotSubsetEqual
nsubseteqq02AC5-00338U02AC5-00338SUBSET OF ABOVE EQUALS SIGN with slashalias ISOAMSN nsubEnsubE
nsucc02281U02281DOES NOT SUCCEEDalias ISOAMSN nscnsc, NotSucceeds
nsucceq02AB0-00338U02AB0-00338SUCCEEDS ABOVE SINGLE-LINE EQUALS SIGN with slashalias ISOAMSN nscensce, NotSucceedsEqual
nsupset02283-020D2U02283-020D2SUPERSET OF with vertical linealias ISOAMSN vnsupvnsup, NotSuperset
nsupseteq02289U02289NEITHER A SUPERSET OF NOR EQUAL TOalias ISOAMSN nsupensupe, NotSupersetEqual
nsupseteqq02AC6-00338U02AC6-00338SUPERSET OF ABOVE EQUALS SIGN with slashalias ISOAMSN nsupEnsupE
ntriangleleft022EAU022EANOT NORMAL SUBGROUP OFalias ISOAMSN nltrinltri, NotLeftTriangle
ntrianglelefteq022ECU022ECNOT NORMAL SUBGROUP OF OR EQUAL TOalias ISOAMSN nltrienltrie, NotLeftTriangleEqual
ntriangleright022EBU022EBDOES NOT CONTAIN AS NORMAL SUBGROUPalias ISOAMSN nrtrinrtri, NotRightTriangle
ntrianglerighteq022EDU022EDDOES NOT CONTAIN AS NORMAL SUBGROUP OR EQUALalias ISOAMSN nrtrienrtrie, NotRightTriangleEqual
nwarrow02196U02196NORTH WEST ARROWalias ISOAMSA nwarrnwarr, UpperLeftArrow
oint0222EU0222ECONTOUR INTEGRALalias ISOTECH conintconint, ContourIntegral
OpenCurlyDoubleQuote0201CU0201CLEFT DOUBLE QUOTATION MARKalias ISONUM ldquoldquo
OpenCurlyQuote02018U02018LEFT SINGLE QUOTATION MARKalias ISONUM lsquolsquo
orderof02134U02134SCRIPT SMALL Oalias ISOTECH orderorder, oscr
parallel02225U02225PARALLEL TOalias ISOTECH parpar, DoubleVerticalBar, spar, shortparallel
PartialD02202U02202PARTIAL DIFFERENTIALalias ISOTECH partpart
pitchfork022D4U022D4PITCHFORKalias ISOAMSR forkfork
PlusMinus000B1U000B1PLUS-MINUS SIGNalias ISONUM plusmnplusmn, pm
pm000B1U000B1PLUS-MINUS SIGNalias ISONUM plusmnplusmn, PlusMinus
Poincareplane0210CU0210CBLACK-LETTER CAPITAL Hthe Poincare upper half-planeHfr
prec0227AU0227APRECEDESalias ISOAMSR prpr, Precedes
precapprox02AB7U02AB7PRECEDES ABOVE ALMOST EQUAL TOalias ISOAMSR prapprap
preccurlyeq0227CU0227CPRECEDES OR EQUAL TOalias ISOAMSR prcueprcue, PrecedesSlantEqual
Precedes0227AU0227APRECEDESalias ISOAMSR prpr, prec
PrecedesEqual02AAFU02AAFPRECEDES ABOVE SINGLE-LINE EQUALS SIGNalias ISOAMSR prepre, preceq
PrecedesSlantEqual0227CU0227CPRECEDES OR EQUAL TOalias ISOAMSR prcueprcue, preccurlyeq
PrecedesTilde0227EU0227EPRECEDES OR EQUIVALENT TOalias ISOAMSR prsimprsim, precsim
preceq02AAFU02AAFPRECEDES ABOVE SINGLE-LINE EQUALS SIGNalias ISOAMSR prepre, PrecedesEqual
precnapprox02AB9U02AB9PRECEDES ABOVE NOT ALMOST EQUAL TOalias ISOAMSN prnapprnap
precneqq02AB5U02AB5PRECEDES ABOVE NOT EQUAL TOalias ISOAMSN prnEprnE
precnsim022E8U022E8PRECEDES BUT NOT EQUIVALENT TOalias ISOAMSN prnsimprnsim
precsim0227EU0227EPRECEDES OR EQUIVALENT TOalias ISOAMSR prsimprsim, PrecedesTilde
primes02119U02119DOUBLE-STRUCK CAPITAL Pthe prime natural numbersPopf
Proportion02237U02237PROPORTIONalias ISOAMSR ColonColon
Proportional0221DU0221DPROPORTIONAL TOalias ISOTECH propprop, propto, vprop, varpropto
propto0221DU0221DPROPORTIONAL TOalias ISOTECH propprop, Proportional, vprop, varpropto
quaternions0210DU0210DDOUBLE-STRUCK CAPITAL Hthe ring (skew field) of quaternionsHopf
questeq0225FU0225FQUESTIONED EQUAL TOalias ISOAMSR equestequest
rangle027E9U027E9MATHEMATICAL RIGHT ANGLE BRACKETalias ISOTECH rangrang, RightAngleBracket
rationals0211AU0211ADOUBLE-STRUCK CAPITAL Qthe field of rational numbersQopf
rbrace0007DU0007DRIGHT CURLY BRACKETalias ISONUM rcubrcub
rbrack0005DU0005DRIGHT SQUARE BRACKETalias ISONUM rsqbrsqb
Re0211CU0211CBLACK-LETTER CAPITAL Ralias ISOAMSO realreal, realpart, Rfr
realine0211BU0211BSCRIPT CAPITAL Rthe geometric real lineRscr
realpart0211CU0211CBLACK-LETTER CAPITAL Ralias ISOAMSO realreal, Re, Rfr
reals0211DU0211DDOUBLE-STRUCK CAPITAL Rthe field of real numbersRopf
ReverseElement0220BU0220BCONTAINS AS MEMBERalias ISOTECH nivniv, ni, SuchThat
ReverseEquilibrium021CBU021CBLEFTWARDS HARPOON OVER RIGHTWARDS HARPOONalias ISOAMSA lrharlrhar, leftrightharpoons
ReverseUpEquilibrium0296FU0296FDOWNWARDS HARPOON WITH BARB LEFT BESIDE UPWARDS HARPOON WITH BARB RIGHTalias ISOAMSA duharduhar
RightAngleBracket027E9U027E9MATHEMATICAL RIGHT ANGLE BRACKETalias ISOTECH rangrang, rangle
rightarrow02192U02192RIGHTWARDS ARROWalias ISONUM rarrrarr, RightArrow, srarr, ShortRightArrow
Rightarrow021D2U021D2RIGHTWARDS DOUBLE ARROWalias ISOTECH rArrrArr, Implies, DoubleRightArrow
RightArrow02192U02192RIGHTWARDS ARROWalias ISONUM rarrrarr, rightarrow, srarr, ShortRightArrow
RightArrowBar021E5U021E5RIGHTWARDS ARROW TO BARalias for rarrbrarrb
RightArrowLeftArrow021C4U021C4RIGHTWARDS ARROW OVER LEFTWARDS ARROWalias ISOAMSA rlarrrlarr, rightleftarrows
rightarrowtail021A3U021A3RIGHTWARDS ARROW WITH TAILalias ISOAMSA rarrtlrarrtl
RightCeiling02309U02309RIGHT CEILINGalias ISOAMSC rceilrceil
RightDoubleBracket027E7U027E7MATHEMATICAL RIGHT WHITE SQUARE BRACKETright double bracket delimiterrobrk
RightDownVector021C2U021C2DOWNWARDS HARPOON WITH BARB RIGHTWARDSalias ISOAMSA dharrdharr, downharpoonright
RightFloor0230BU0230BRIGHT FLOORalias ISOAMSC rfloorrfloor
rightharpoondown021C1U021C1RIGHTWARDS HARPOON WITH BARB DOWNWARDSalias ISOAMSA rhardrhard, DownRightVector
rightharpoonup021C0U021C0RIGHTWARDS HARPOON WITH BARB UPWARDSalias ISOAMSA rharurharu, RightVector
rightleftarrows021C4U021C4RIGHTWARDS ARROW OVER LEFTWARDS ARROWalias ISOAMSA rlarrrlarr, RightArrowLeftArrow
rightleftharpoons021CCU021CCRIGHTWARDS HARPOON OVER LEFTWARDS HARPOONalias ISOAMSA rlharrlhar, Equilibrium
rightrightarrows021C9U021C9RIGHTWARDS PAIRED ARROWSalias ISOAMSA rrarrrrarr
rightsquigarrow0219DU0219DRIGHTWARDS WAVE ARROWalias ISOAMSA rarrwrarrw
RightTee022A2U022A2RIGHT TACKalias ISOAMSR vdashvdash
RightTeeArrow021A6U021A6RIGHTWARDS ARROW FROM BARalias ISOAMSA mapmap, mapsto
rightthreetimes022CCU022CCRIGHT SEMIDIRECT PRODUCTalias ISOAMSB rthreerthree
RightTriangle022B3U022B3CONTAINS AS NORMAL SUBGROUPalias ISOAMSR vrtrivrtri, vartriangleright
RightTriangleEqual022B5U022B5CONTAINS AS NORMAL SUBGROUP OR EQUAL TOalias ISOAMSR rtriertrie, trianglerighteq
RightUpVector021BEU021BEUPWARDS HARPOON WITH BARB RIGHTWARDSalias ISOAMSA uharruharr, upharpoonright
RightVector021C0U021C0RIGHTWARDS HARPOON WITH BARB UPWARDSalias ISOAMSA rharurharu, rightharpoonup
risingdotseq02253U02253IMAGE OF OR APPROXIMATELY EQUAL TOalias ISOAMSR erDoterDot
rmoustache023B1U023B1UPPER RIGHT OR LOWER LEFT CURLY BRACKET SECTIONalias ISOAMSC rmoustrmoust
Rrightarrow021DBU021DBRIGHTWARDS TRIPLE ARROWalias ISOAMSA rAarrrAarr
Rsh021B1U021B1UPWARDS ARROW WITH TIP RIGHTWARDSalias ISOAMSA rshrsh
searrow02198U02198SOUTH EAST ARROWalias ISOAMSA searrsearr, LowerRightArrow
setminus02216U02216SET MINUSalias ISOAMSB setmnsetmn, Backslash, ssetmn, smallsetminus
ShortDownArrow02193U02193DOWNWARDS ARROWshort down arrowdarr, downarrow, DownArrow
ShortLeftArrow02190U02190LEFTWARDS ARROWalias ISOAMSA slarrlarr, leftarrow, LeftArrow, slarr
shortmid02223U02223DIVIDESalias ISOAMSR smidmid, VerticalBar, smid
shortparallel02225U02225PARALLEL TOalias ISOAMSR sparpar, parallel, DoubleVerticalBar, spar
ShortRightArrow02192U02192RIGHTWARDS ARROWalias ISOAMSA srarrrarr, rightarrow, RightArrow, srarr
ShortUpArrow02191U02191UPWARDS ARROWshort up arrow uarr, uparrow, UpArrow
simeq02243U02243ASYMPTOTICALLY EQUAL TOalias ISOTECH simesime, TildeEqual
SmallCircle02218U02218RING OPERATORalias ISOTECH compfncompfn
smallsetminus02216U02216SET MINUSalias ISOAMSB ssetmnsetmn, setminus, Backslash, ssetmn
spadesuit02660U02660BLACK SPADE SUITISOPUB spades spades
Sqrt0221AU0221ASQUARE ROOTalias ISOTECH radicradic
sqsubset0228FU0228FSQUARE IMAGE OFalias ISOAMSR sqsubsqsub, SquareSubset
sqsubseteq02291U02291SQUARE IMAGE OF OR EQUAL TOalias ISOAMSR sqsubesqsube, SquareSubsetEqual
sqsupset02290U02290SQUARE ORIGINAL OFalias ISOAMSR sqsupsqsup, SquareSuperset
sqsupseteq02292U02292SQUARE ORIGINAL OF OR EQUAL TOalias ISOAMSR sqsupesqsupe, SquareSupersetEqual
Square025A1U025A1WHITE SQUAREalias for squaresqu, square
SquareIntersection02293U02293SQUARE CAPalias ISOAMSB sqcapsqcap
SquareSubset0228FU0228FSQUARE IMAGE OFalias ISOAMSR sqsubsqsub, sqsubset
SquareSubsetEqual02291U02291SQUARE IMAGE OF OR EQUAL TOalias ISOAMSR sqsubesqsube, sqsubseteq
SquareSuperset02290U02290SQUARE ORIGINAL OFalias ISOAMSR sqsupsqsup, sqsupset
SquareSupersetEqual02292U02292SQUARE ORIGINAL OF OR EQUAL TOalias ISOAMSR sqsupesqsupe, sqsupseteq
SquareUnion02294U02294SQUARE CUPalias ISOAMSB sqcupsqcup
Star022C6U022C6STAR OPERATORalias ISOAMSB sstarfsstarf
straightepsilon003F5U003F5GREEK LUNATE EPSILON SYMBOLalias ISOGRK3 epsivepsiv, varepsilon
straightphi003D5U003D5GREEK PHI SYMBOLalias ISOGRK3 phivphiv, varphi
subset02282U02282SUBSET OFalias ISOTECH subsub
Subset022D0U022D0DOUBLE SUBSETalias ISOAMSR SubSub
subseteq02286U02286SUBSET OF OR EQUAL TOalias ISOTECH subesube, SubsetEqual
subseteqq02AC5U02AC5SUBSET OF ABOVE EQUALS SIGNalias ISOAMSR subEsubE
SubsetEqual02286U02286SUBSET OF OR EQUAL TOalias ISOTECH subesube, subseteq
subsetneq0228AU0228ASUBSET OF WITH NOT EQUAL TOalias ISOAMSN subnesubne
subsetneqq02ACBU02ACBSUBSET OF ABOVE NOT EQUAL TOalias ISOAMSN subnEsubnE
succ0227BU0227BSUCCEEDSalias ISOAMSR scsc, Succeeds
succapprox02AB8U02AB8SUCCEEDS ABOVE ALMOST EQUAL TOalias ISOAMSR scapscap
succcurlyeq0227DU0227DSUCCEEDS OR EQUAL TOalias ISOAMSR sccuesccue, SucceedsSlantEqual
Succeeds0227BU0227BSUCCEEDSalias ISOAMSR scsc, succ
SucceedsEqual02AB0U02AB0SUCCEEDS ABOVE SINGLE-LINE EQUALS SIGNalias ISOAMSR scesce, succeq
SucceedsSlantEqual0227DU0227DSUCCEEDS OR EQUAL TOalias ISOAMSR sccuesccue, succcurlyeq
SucceedsTilde0227FU0227FSUCCEEDS OR EQUIVALENT TOalias ISOAMSR scsimscsim, succsim
succeq02AB0U02AB0SUCCEEDS ABOVE SINGLE-LINE EQUALS SIGNalias ISOAMSR scesce, SucceedsEqual
succnapprox02ABAU02ABASUCCEEDS ABOVE NOT ALMOST EQUAL TOalias ISOAMSN scnapscnap
succneqq02AB6U02AB6SUCCEEDS ABOVE NOT EQUAL TOalias ISOAMSN scnEscnE
succnsim022E9U022E9SUCCEEDS BUT NOT EQUIVALENT TOalias ISOAMSN scnsimscnsim
succsim0227FU0227FSUCCEEDS OR EQUIVALENT TOalias ISOAMSR scsimscsim, SucceedsTilde
SuchThat0220BU0220BCONTAINS AS MEMBERISOTECH niniv, ReverseElement, ni
Sum02211U02211N-ARY SUMMATIONalias ISOAMSB sumsum
Superset02283U02283SUPERSET OFalias ISOTECH supsup, supset
SupersetEqual02287U02287SUPERSET OF OR EQUAL TOalias ISOTECH supesupe, supseteq
supset02283U02283SUPERSET OFalias ISOTECH supsup, Superset
Supset022D1U022D1DOUBLE SUPERSETalias ISOAMSR SupSup
supseteq02287U02287SUPERSET OF OR EQUAL TOalias ISOTECH supesupe, SupersetEqual
supseteqq02AC6U02AC6SUPERSET OF ABOVE EQUALS SIGNalias ISOAMSR supEsupE
supsetneq0228BU0228BSUPERSET OF WITH NOT EQUAL TOalias ISOAMSN supnesupne
supsetneqq02ACCU02ACCSUPERSET OF ABOVE NOT EQUAL TOalias ISOAMSN supnEsupnE
swarrow02199U02199SOUTH WEST ARROWalias ISOAMSA swarrswarr, LowerLeftArrow
therefore02234U02234THEREFOREalias ISOTECH there4there4, Therefore
Therefore02234U02234THEREFOREalias ISOTECH there4there4, therefore
thickapprox02248U02248ALMOST EQUAL TOISOAMSR thkap asymp, ap, TildeTilde, approx, thkap
thicksim0223CU0223CTILDE OPERATORISOAMSR thksimsim, Tilde, thksim
ThinSpace02009U02009THIN SPACEspace of width 3/18 em alias ISOPUB thinspthinsp
Tilde0223CU0223CTILDE OPERATORalias ISOTECH simsim, thksim, thicksim
TildeEqual02243U02243ASYMPTOTICALLY EQUAL TOalias ISOTECH simesime, simeq
TildeFullEqual02245U02245APPROXIMATELY EQUAL TOalias ISOTECH congcong
TildeTilde02248U02248ALMOST EQUAL TOalias ISOTECH apasymp, ap, approx, thkap, thickapprox
toea02928U02928NORTH EAST ARROW AND SOUTH EAST ARROWalias ISOAMSA nesearnesear
tosa02929U02929SOUTH EAST ARROW AND SOUTH WEST ARROWalias ISOAMSA seswarseswar
triangle025B5U025B5WHITE UP-POINTING SMALL TRIANGLEalias ISOPUB utriutri
triangledown025BFU025BFWHITE DOWN-POINTING SMALL TRIANGLEalias ISOPUB dtridtri
triangleleft025C3U025C3WHITE LEFT-POINTING SMALL TRIANGLEalias ISOPUB ltriltri
trianglelefteq022B4U022B4NORMAL SUBGROUP OF OR EQUAL TOalias ISOAMSR ltrieltrie, LeftTriangleEqual
triangleq0225CU0225CDELTA EQUAL TOalias ISOAMSR trietrie
triangleright025B9U025B9WHITE RIGHT-POINTING SMALL TRIANGLEalias ISOPUB rtrirtri
trianglerighteq022B5U022B5CONTAINS AS NORMAL SUBGROUP OR EQUAL TOalias ISOAMSR rtriertrie, RightTriangleEqual
TripleDot020DBU020DBCOMBINING THREE DOTS ABOVEalias ISOTECH tdottdot
twoheadleftarrow0219EU0219ELEFTWARDS TWO HEADED ARROWalias ISOAMSA LarrLarr
twoheadrightarrow021A0U021A0RIGHTWARDS TWO HEADED ARROWalias ISOAMSA RarrRarr
ulcorner0231CU0231CTOP LEFT CORNERalias ISOAMSC ulcornulcorn
Union022C3U022C3N-ARY UNIONalias ISOAMSB xcupxcup, bigcup
UnionPlus0228EU0228EMULTISET UNIONalias ISOAMSB uplusuplus
uparrow02191U02191UPWARDS ARROWalias ISONUM uarruarr, UpArrow, ShortUpArrow
Uparrow021D1U021D1UPWARDS DOUBLE ARROWalias ISOAMSA uArruArr, DoubleUpArrow
UpArrow02191U02191UPWARDS ARROWalias ISONUM uarruarr, uparrow, ShortUpArrow
UpArrowDownArrow021C5U021C5UPWARDS ARROW LEFTWARDS OF DOWNWARDS ARROWalias ISOAMSA udarrudarr
updownarrow02195U02195UP DOWN ARROWalias ISOAMSA varrvarr, UpDownArrow
Updownarrow021D5U021D5UP DOWN DOUBLE ARROWalias ISOAMSA vArrvArr, DoubleUpDownArrow
UpDownArrow02195U02195UP DOWN ARROWalias ISOAMSA varrvarr, updownarrow
UpEquilibrium0296EU0296EUPWARDS HARPOON WITH BARB LEFT BESIDE DOWNWARDS HARPOON WITH BARB RIGHTalias ISOAMSA udharudhar
upharpoonleft021BFU021BFUPWARDS HARPOON WITH BARB LEFTWARDSalias ISOAMSA uharluharl, LeftUpVector
upharpoonright021BEU021BEUPWARDS HARPOON WITH BARB RIGHTWARDSalias ISOAMSA uharruharr, RightUpVector
UpperLeftArrow02196U02196NORTH WEST ARROWalias ISOAMSA nwarrnwarr, nwarrow
UpperRightArrow02197U02197NORTH EAST ARROWalias ISOAMSA nearrnearr, nearrow
upsilon003C5U003C5GREEK SMALL LETTER UPSILONalias ISOGRK3 upsiugr, upsi
UpTee022A5U022A5UP TACKalias ISOTECH perpbottom, bot, perp
UpTeeArrow021A5U021A5UPWARDS ARROW FROM BARAlias mapstoupmapstoup
upuparrows021C8U021C8UPWARDS PAIRED ARROWSalias ISOAMSA uuarruuarr
urcorner0231DU0231DTOP RIGHT CORNERalias ISOAMSC urcornurcorn
varepsilon003F5U003F5GREEK LUNATE EPSILON SYMBOLalias ISOGRK3 epsivepsiv, straightepsilon
varkappa003F0U003F0GREEK KAPPA SYMBOLalias ISOGRK3 kappavkappav
varnothing02205U02205EMPTY SETalias ISOAMSO emptyvempty, emptyset, emptyv
varphi003D5U003D5GREEK PHI SYMBOLalias ISOGRK3 phivstraightphi, phiv
varpi003D6U003D6GREEK PI SYMBOLalias ISOGRK3 pivpiv
varpropto0221DU0221DPROPORTIONAL TOalias ISOAMSR vpropprop, propto, Proportional, vprop
varrho003F1U003F1GREEK RHO SYMBOLalias ISOGRK3 rhovrhov
varsigma003C2U003C2GREEK SMALL LETTER FINAL SIGMAalias ISOGRK3 sigmavsfgr, sigmav, sigmaf
varsubsetneq0228A-0FE00U0228A-0FE00SUBSET OF WITH NOT EQUAL TO - variant with stroke through bottom membersalias ISOAMSN vsubnevsubne
varsubsetneqq02ACB-0FE00U02ACB-0FE00SUBSET OF ABOVE NOT EQUAL TO - variant with stroke through bottom membersalias ISOAMSN vsubnEvsubnE
varsupsetneq0228B-0FE00U0228B-0FE00SUPERSET OF WITH NOT EQUAL TO - variant with stroke through bottom membersalias ISOAMSN vsupnevsupne
varsupsetneqq02ACC-0FE00U02ACC-0FE00SUPERSET OF ABOVE NOT EQUAL TO - variant with stroke through bottom membersalias ISOAMSN vsupnEvsupnE
vartheta003D1U003D1GREEK THETA SYMBOLalias ISOGRK3 thetavthetav, thetasym
vartriangleleft022B2U022B2NORMAL SUBGROUP OFalias ISOAMSR vltrivltri, LeftTriangle
vartriangleright022B3U022B3CONTAINS AS NORMAL SUBGROUPalias ISOAMSR vrtrivrtri, RightTriangle
vee02228U02228LOGICAL ORalias ISOTECH oror
Vee022C1U022C1N-ARY LOGICAL ORalias ISOAMSB xveexvee, bigvee
vert0007CU0007CVERTICAL LINEalias ISONUM verbarverbar, VerticalLine
Vert02016U02016DOUBLE VERTICAL LINEalias ISOTECH VerbarVerbar
VerticalBar02223U02223DIVIDESalias ISOAMSR midmid, smid, shortmid
VerticalTilde02240U02240WREATH PRODUCTalias ISOAMSB wreathwreath, wr
VeryThinSpace0200AU0200AHAIR SPACEspace of width 1/18 em alias ISOPUB hairsphairsp
wedge02227U02227LOGICAL ANDalias ISOTECH andand
Wedge022C0U022C0N-ARY LOGICAL ANDalias ISOAMSB xwedgexwedge, bigwedge
wp02118U02118SCRIPT CAPITAL Palias ISOAMSO weierpweierp
wr02240U02240WREATH PRODUCTalias ISOAMSB wreathwreath, VerticalTilde
zeetrf02128U02128BLACK-LETTER CAPITAL Zzee transformZfr

Overview
Sets of names
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