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Entity reference names and corrsponding forms of Unicode chcarcter set form the basis of mathematical display.

The Unicode character set is arranged in the alphabetical order of corresponding entity reference names. We may use the characters like “β” directly (by copying and pasting the character) or may opt to reference them with entity reference as “&beta;” within the presentation token elements.

A aacute á Aacute Á ac acd acE ⧛; Acirc  acirc â acute ´ acy а Acy А aelig æ AElig Æ af afr 𝔞 Afr 𝔄 Agrave À agrave à aleph alpha α amacr ā Amacr Ā amalg ⨿ amp & And and andand alpha α andd andslope andv ang ange angle angmsd angmsdaa angmsdab angmsdac angmsdad angmsdae angmsdaf angmsdag angrt angrtvb ⦝︀ angrtvbd angsph angst angzarr aogon ą Aogon Ą aopf 𝕒 Aopf 𝔸 ap apacir ape apE apid apos ' ApplyFunction approx approxeq aring å Aring Å ascr 𝒶 Ascr 𝒜 Assign ast * asymp Atilde à atilde ã auml ä Auml Ä awconint awconint awint B backcong backepsilon ϶ backprime backsim backsimeq Backslash Barv barvee barwed Barwed barwedge bbrk bcong bcy б Bcy Б becaus because Because bemptyv bepsi ϶ bernou Bernoullis beta β beth between Bfr 𝔅 bfr 𝔟 bigcap bigcirc bigcup bigodot bigoplus bigotimes bigsqcup bigcirc bigstar bigtriangledown bigtriangleup biguplus bigvee bigwedge bkarow blacklozenge blacksquare blacktriangle blacktriangledown blacktriangleleft blacktriangleright blank blk12 blk14 blk34 block bne =⃥ bnequiv ≡⃥ bnot bNot Bopf 𝔹 bopf 𝕓 bot bottom bowtie boxbox boxdL boxdl bprime Breve ˘ breve ˘ brvbar ¦ bscr 𝒷 Bscr bsemi bsim bsime bsol \ bsolb bsolhsub \⊂ bull bullet bump bumpE bumpe bumpeq C cacute ´ Cacute Ć cap Cap capand capbrcup capcap capcup capdot CapitalDifferentialD caps ∩︀ caret caron ˇ Cayleys ccaps Ccaron Č ccaron č Ccedil Ç Ccirc Ĉ ccirc ĉ Cconint ccups ccupssm cdot ċ Cdot Ċ cedil ¸ Cedilla ¸ cemptyv cent ¢ centerdot · CenterDot · cfr 𝔠 Cfr chcy ч CHcy Ч check checkmark chi χ cir circ ^ circeq circlearrowleft circlearrowright circledast circledcirc circleddash CircleDot circledR ® circledS CircleMinus CirclePlus CircleTimes cirE cire cirfnint cirmid cirscir ClockwiseContourIntegral CloseCurlyDoubleQuote CloseCurlyQuote clubs clubsuit Colon colon : Colone colone coloneq comma , commat @ comp compfn complement complexes cong congdot Congruent conint Conint ContourIntegral Copf copf 𝕔 coprod Coproduct copy © copysr CounterClockwiseContourIntegral Cross cross Cscr 𝒞 cscr 𝒸 csub csube csup csupe ctdot cudarrl cudarrr cuepr cuesc cularr ctdot cularrp cup Cup cupbrcap CupCap cupcap cupcup cupdot cupor cups ∪︀ curarr curarrm curlyeqprec curlyeqsucc curlyvee curlywedge curren ¤ curvearrowleft curvearrowright cuvee cuwed cwconint cwint cylcty D Dagger daleth dagger Darr darr dArr dashv Dashv dbkarow dblac ˝ dcaron ď Dcaron Ď Dcy Д dcy д dd DD ddagger ddarr deg ° Del Delta Δ delta δ dharl dharr diam diamond Diamond diamondsuit die ¨ DifferentialD digamma Ϝ disin div ÷ divide ÷ die ¨ divideontimes divonx djcy ђ DJcy Ђ dlcorn dlcrop dlcrop dollar $ Dopf 𝔻 dopf 𝕕 Dot ¨ dot ˙ DotDot doteq doteqdot DotEqual dotminus dotplus dotsquare doublebarwedge DoubleContourIntegral DoubleDot ¨ DoubleDownArrow DoubleLeftArrow DoubleLeftRightArrow DoubleLeftTee DoubleLongLeftArrow DoubleLongLeftRightArrow DoubleLongRightArrow DoubleRightArrow DoubleRightTee DoubleUpArrow DoubleUpDownArrow DoubleVerticalBar Downarrow downarrow DownArrow downdownarrows downharpoonleft downharpoonright DownLeftVector DownRightVector DownTee DownTeeArrow drbkarow drcorn drcrop dscr 𝒹 Dscr 𝒟 DScy Ѕ dscy ѕ dsol Dstrok Đ dstrok đ dtdot dtri dtrif duarr duhar dwangle dzcy џ E eacute é easter ecaron ě Eacute É Ecaron Ě ecir Ecirc Ê ecirc ê ecolon Ecy Э ecy э eDDot Edot Ė edot ė eDot ee efDot Efr 𝔈 efr 𝔢 eg egrave è Egrave È egs egsdot el Element ell els elsdot Emacr Ē emacr ē empty ∅︀ emptyset ∅︀ EmptySmallSquare emptyv EmptyVerySmallSquare emsp emsp13 emsp14 ENG Ŋ eng ŋ ensp eogon ę Eogon Ę eopf 𝕖 Eopf 𝔼 epar eparsl eplus epsi ε epsiv ɛ eqcirc eqcolon eqsim eqslantgtr eqslantless Equal equals = EqualTilde equest Equilibrium equiv equivDD eqvparsl erarr erDot escr Escr esdot Esim esim eta η eth ð ETH Ð euml ë Euml Ë excl ! exist Exists expectation ExponentialE exponentiale F fallingdotseq Fcy Ф fcy ф female ffilig fflig ffllig ffr 𝔣 Ffr 𝔉 filig FilledSmallSquare flat fllig fnof ƒ Fopf 𝔽 fopf 𝕗 ForAll forall fork forkv Fouriertrf fpartint frac12 ½ frac13 frac56 frac58 frac78 frown Fscr fscr 𝒻 G gacute ǵ Gamma Γ gamma γ gammad Ϝ Gammad Ϝ gap gbreve ğ Gbreve Ğ Gcedil Ģ Gcirc Ĝ gcirc ĝ gcy г Gcy Г Gdot Ġ gdot ġ gE ge gel gEl geq geqq geqslant ges gescc Gg gg ggg gimel GJcy Ѓ gjcy ѓ gl gla glE gne gnE gneq gneqq gnsim grave ` GreaterEqual GreaterEqualLess GreaterEqualLess GreaterFullEqual GreaterLess GreaterTilde gscr gsim gt > Gt gtcc gtcir gtdot gtlPar gtquest gtdot gtlPar gtquest gtrapprox gtrarr gtrdot gtreqless gtreqqless gtrless gtrsim gvertneqq ≩︀ gvnE ≩︀ H hairsp Hacek ˇ half ½ hamilt hardcy ъ HARDcy Ъ harr hArr harrcir harrw Hat ̂ hbar ℏ︀ Hcirc Ĥ hcirc ĥ heartsuit hellip hercon HumpEqual HilbertSpace homtht hookleftarrow hookrightarrow Hopf horbar HorizontalLine Hscr hslash hstrok ħ Hstrok Ħ HumpDownHump

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Source:  OpenStax, A primer in mathml. OpenStax CNX. Apr 19, 2006 Download for free at http://cnx.org/content/col10345/1.16
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