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 | ℂ | complexes | ℅ | incare |
ℊ | gscr | ℋ | Hscr | ℌ | Poincareplane |
ℍ | Hopf | ℎ | planckh | ℏ | hslash |
ℐ | imagline | ℑ | image | ℒ | Laplacetrf |
ℓ | ell | ℕ | naturals | № | numero |
℗ | copysr | ℘ | weierp | ℙ | primes |
ℚ | Qopf | ℛ | realine | ℜ | real |
ℝ | Ropf | ℞ | rx | ™ | trade |
ℤ | Zopf | Ω | ohm | ℧ | mho |
ℨ | zeetrf | ℩ | iiota | Å | angst |
ℬ | Bscr | ℭ | Cayleys | ℯ | escr |
ℰ | expectation | ℱ | Fouriertrf | ℳ | Mscr |
ℴ | oscr | ℵ | alefsym | ℶ | beth |
ℷ | gimel | ℸ | daleth | ⅅ | DD |
ⅆ | dd | ⅇ | ee | ⅈ | ii |
⅓ | frac13 | ⅔ | frac23 | ⅕ | frac15 |
⅖ | frac25 | ⅗ | frac35 | ⅘ | frac45 |
⅙ | frac16 | ⅚ | frac56 | ⅛ | frac18 |
⅜ | frac38 | ⅝ | frac58 | ⅞ | 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 |
ff | fflig | fi | filig | fl | fllig |
ffi | ffilig | ffl | ffllig | ︵ | OverParenthesis |
︶ | UnderParenthesis | ︷ | OverBrace | ︸ | UnderBrace |