Unicode character set (I-Q) 1.1 2006/04/04 04:57:28.635 GMT-5 2006/04/04 07:35:58.799 GMT-5 Sunil Kumar Singh sunilkr99@yahoo.com Sunil Kumar Singh sunilkr99@yahoo.com cnxml element entity mathml mi mn mo reference token unicode xml Entity reference names and corresponding Unicode characters form the basis of mathematical content 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 within the presentation token elements. I Iacute Í ic ​ icirc î Icirc Î Icy И icy и icy и Idot İ iecy е IEcy Е iexcl ¡ iff ⇔ Ifr ℑ Igrave Ì igrave ì iiint ∭ iiota ℩ IJlig IJ ijlig ij Im ℑ Imacr Ī imacr ī image ℑ imagline ℐ imagpart ℑ imath ı imof ⊷ Implies ⇒ in ∈ incare ℅ infin ∞ inodot ı int ∫ Int ∬ intcal ⊺ integers ℤ Integral ∫ intercal ⊺ Intersection ⋂ intlarhk ⨗ InvisibleComma ​ IOcy Ё iocy ё Iogon Į iogon į iota ι iquest ¿ Iscr ℐ isin ∈ isindot ⋵ isinE ⋹ isins ⋴ isinv ∈ Itilde Ĩ Itilde Ĩ itilde ĩ iukcy і Iukcy І Iuml Ï iuml ï J jcirc ĵ jcy й jsercy ј Jsercy Ј Jukcy Є jukcy є K kappa κ kappav ϰ Kcedil Ķ kcedil ķ Kcy К kcy к kgreen ĸ khcy х KHcy Х KJcy Ќ kjcy ќ kcy к L lacute ĺ Lacute Ĺ laemptyv ⦴ lagran ℒ lAarr ⇚ Lambda Λ lambda λ Lang 《 lang 〈 langd ⦑ langle 〈 lap ≲ Laplacetrf ℒ laquo « larr ← Larr ↞ lArr ⇐ lArr ⇐ larrb ⇤ larrbfs ⤟ larrfs ⤝ larrhk ↩ larrlp ↫ larrb ⇐ larrtl ↢ lbbrk 〔 lbrace { lbrack [ lbrke ⦋ lcaron ľ lcaron ľ Lcaron Ľ Lcedil Ļ lcedil ļ lceil ⌈ lcub { Lcy Л lcy л ldquo “ ldquor „ le ≤ lE ≦ LeftAngleBracket 〈 Leftarrow ⇐ leftarrow ← LeftArrow ← LeftArrowBar ⇤ LeftArrowRightArrow ⇆ leftarrowtail ↢ LeftCeiling ⌈ LeftDoubleBracket 〚 LeftDownTeeVector ⥡ LeftDownVector ⇃ LeftDownVectorBar ⥙ LeftFloor ⌊ leftharpoondown ↽ leftharpoonup ↼ leftleftarrows ⇇ Leftrightarrow ⇔ leftrightarrow ↔ LeftFloor ⌊ leftharpoondown ↽ leftharpoonup ↼ leftleftarrows ⇇ leftrightharpoons ⇋ leftrightsquigarrow ↭ leftrightharpoons ⇋ leftrightsquigarrow ↭ LeftRightVector ⥎ LeftTee ⊣ LeftTeeArrow ↤ LeftTeeVector ⥚ leftthreetimes ⋋ LeftTriangle ⊲ LeftTriangleBar ⧏ LeftTriangleEqual ⊴ LeftUpDownVector ⥑ LeftUpVector ↿ leg ⋚ lEg ⋚ leq ≤ leqq ≦ lessapprox ≲ lessdot ⋖ lesseqgtr ⋚ lesseqqgtr ⋚ LessEqualGreater ⋚ LessFullEqual ≦ LessGreater ≶ lessgtr ≶ lessgtr ≶ lesssim ≲ LessTilde ≲ lfloor ⌊ lg ≶ lhard ↽ lharu ↼ ljcy љ LJcy Љ Ll ⋘ ll ≪ llarr ⇇ llcorner ⌞ Lleftarrow ⇚ llhard ⥫ Lmidot Ŀ lmidot ŀ lmoust ⎰ lne ≨ lnE ≨ lneq ≨ lneqq ≨ lnsim ⋦ lobrk 〚 looparrowleft ↫ looparrowright ↬ lopar 〘 lowbar _ LowerLeftArrow ↙ LowerRightArrow ↘ loz ◊ lpar ( lrarr ⇆ lrcorner ⌟ lrhar ⇋ lrtri ⊿ lscr ℓ Lscr ℒ lsh ↰ Lsh ↰ lsim ≲ lsqb [ lsquo ‘ lsquor ‚ lstrok ł Lstrok Ł Lt ≪ lt < ltdot ⋖ lthree ⋋ ltimes ⋉ ltri ◃ ltrie ⊴ ltrif ◂ M macr ¯ male ♂ malt ✠ maltese ✠ map ↦ mapsto ↦ mapstodown ↧ mapstoleft ↤ mapstoup ↥ marker ▮ Mcy М mcomma ⨩ mcy м mdash — mDDot ∺ measuredangle ∡ MediumSpace   Mellintrf ℳ Mfr 𝔐 mfr 𝔪 mho ℧ micro µ mid ∣ midast * midcir ⫰ middot · minus − minusb ⊟ minusd ∸ minusdu ⨪ MinusPlus ∓ mldr … mnplus ∓ models ⊧ mp ∓ Mscr ℳ mstpos ∾ mu μ multimap ⊸ mumap ⊸ N nabla ∇ nacute ń Nacute Ń nang ∠̸ nap ≉ napE ⩰̸ napid ≋̸ napos ʼn napprox ≉ natur ♮ natural ♮ naturals ℕ nbsp   nbump ≎̸ nbumpe ≏̸ ncap ⩃ Ncaron Ň ncaron ň Ncedil Ņ ncedil ņ ncong ≇ ncongdot ⩭̸ ncup ⩂ ncy н Ncy Н ndash – ne ≠ nearhk ⤤ neArr ⇗ nearr ↗ nearrow ↗ nedot ≠︀ nequiv ≢ nesear ⤨ nesim ≂̸ NestedGreaterGreater ≫ NestedLessLess ≪ NewLine nexist ∄ nexists ∄ ngE ≱ ngeqq ≱ ngeqslant ≱ nges ≱ ngsim ≵ ngt ≯ nGt ≫̸ ngtr ≯ nharr ↮ nhArr ⇎ ni ∋ niv ∋ njcy њ NJcy Њ nlArr ⇍ nlarr ↚ nldr ‥ nlE ≰ nleftarrow ↚ nLeftarrow ⇍ nLeftrightarrow ⇎ nleftrightarrow ↮ nleq ≰⃥ nleqq ≰ nleqslant ≰ nles ≰ nless ≮ nlsim ≴ nlt ≮ nltri ⋪ nltrie ⋬ nmid ∤ NoBreak  NonBreakingSpace   Nopf ℕ not ¬ NotCongruent ≢ NotCupCap ≭ NotDoubleVerticalBar ∦ NotElement ∉ NotEqual ≠ NotExists ∄ NotGreater ≯ NotGreaterFullEqual ≰ NotGreaterLess ≹ NotGreaterSlantEqual ≱ NotGreaterTilde ≵ notin ∉ NotLeftTriangle ⋪ NotLeftTriangleEqual ⋬ NotLess ≮ NotLessGreater ≸ NotLessSlantEqual ≰ NotLessTilde ≴ notni ∌ notniva ∌ NotPrecedes ⊀ NotPrecedesSlantEqual ⋠ NotReverseElement ∌ NotRightTriangle ⋫ NotRightTriangleEqual ⋭ NotSquareSubsetEqual ⋢ NotSquareSupersetEqual ⋣ NotSubset ⊄ NotReverseElement ∌ NotSubsetEqual ⊈ NotSucceeds ⊁ NotSucceedsSlantEqual ⋡ NotSuperset ⊅ NotSupersetEqual ⊉ NotTilde ≁ NotTildeEqual ≄ NotTildeTilde ≉ NotVerticalBar ∤ npar ∦ nparallel ∦ npr ⊀ nprcue ⋠ nprec ⊀ nrarr ↛ nrArr ⇏ nrightarrow ↛ nRightarrow ⇏ nrtri ⋫ nrtrie ⋭ nsc ⊁ nsccue ⋡ nsim ≁ nsime ≄ nsimeq ≄ nsqsube ⋢ nsqsupe ⋣ nsub ⊄ nsubE ⊈ nsube ⊈ nsubset ⊄ nsubseteq ⊈ nsubseteqq ⊈ nsucc ⊁ nsup ⊅ nsupE ⊉ nsupe ⊉ nsupset ⊅ nsupseteq ⊉ nsupseteqq ⊉ ntgl ≹ Ntilde Ñ ntilde ñ ntlg ≸ ntriangleleft ⋪ ntrianglelefteq ⋬ ntriangleright ⋫ ntrianglerighteq ⋭ nu ν num # numero № numsp   nVDash ⊯ nVdash ⊮ nvDash ⊭ nvdash ⊬ nvge ≱ nvgt ≯ nvHarr ⇎ nvlArr ⇍ nvle ≰ nvlt ≮ nvrArr ⇏ nwarr ↖ nwArr ⇖ nwarrow ↖ nvle ≰ nvlt ≮ nvrArr ⇏ O Oacute Ó oacute ó oast ⊛ ocir ⊚ ocirc ô Ocirc Ô Ocy О ocy о odash ⊝ odblac ő Odblac Ő odot ⊙ OElig Œ oelig œ ogon ˛ ograve ò Ograve Ò ohm Ω oint ∮ olarr ↺ omacr ō Omacr Ō Omega Ω omega ω ominus ⊖ OpenCurlyDoubleQuote “ OpenCurlyQuote ‘ oplus ⊕ or ∨ orarr ↻ order ℴ orderof ℴ ordf ª ordm º origof ⊶ oS Ⓢ oscr ℴ Oslash Ø oslash ø osol ⊘ Otilde Õ otilde õ otimes ⊗ Ouml Ö ouml ö ovbar ⌽ OverBar ¯ OverBrace ︷ OverBar ¯ OverBrace ︷ OverParenthesis ︵ P par ∥ para ¶ parallel ∥ part ∂ PartialD ∂ pcy п Pcy П percnt % period . permil ‰ perp ⊥ pertenk ‱ pertenk ‱ Phi Φ phi φ phiv ϕ phmmat ℳ phone ☎ Pi Π pi π pitchfork ⋔ piv ϖ planckh ℎ plankv ℏ piv ϖ planckh ℎ plankv ℏ plus + plusb ⊞ PlusMinus ± plusmn ± pm ± Poincareplane ℌ Popf ℙ pound £ pr ≺ prap ≾ prcue ≼ prec ≺ precapprox ≾ preccurlyeq ≼ Precedes ≺ PrecedesSlantEqual ≼ precnapprox ⋨ PrecedesTilde ≾ precnsim ⋨ precsim ≾ Prime ″ prime ′ primes ℙ prnap ⋨ prnE ⪵ prnsim ⋨ prod ∏ Product ∏ profalar ⌮ profline ⌒ profsurf ⌓ prop ∝ Proportion ∷ Proportional ∝ propto ∝ prsim ≾ prurel ⊰ psi ψ Psi Ψ Q Qfr 𝔔 qfr 𝔮 qint ⨌ Qopf ℚ qopf 𝕢 qprime ⁗ Qscr 𝒬 quaternions ℍ quatint ⨖ quest ? questeq ≟ quot "