Mathematical symbols in XHTML and MathML

xhtml-symbol.ent

ƒ `&fnof;`	Α `Α`	Β `Β`	Γ `Γ`	Δ `Δ`	Ε `Ε`	Ζ `Ζ`	Η `Η`
Θ `Θ`	Ι `Ι`	Κ `Κ`	Λ `Λ`	Μ `Μ`	Ν `Ν`	Ξ `Ξ`	Ο `Ο`
Π `Π`	Ρ `Ρ`	Σ `Σ`	Τ `Τ`	Υ `Υ`	Φ `Φ`	Χ `Χ`	Ψ `Ψ`
Ω `Ω`	α `α`	β `β`	γ `γ`	δ `δ`	ε `ε`	ζ `ζ`	η `η`
θ `θ`	ι `ι`	κ `κ`	λ `λ`	μ `μ`	ν `ν`	ξ `ξ`	ο `ο`
π `π`	ρ `ρ`	ς `&sigmaf;`	σ `σ`	τ `τ`	υ `υ`	φ `φ`	χ `χ`
ψ `ψ`	ω `ω`	ϑ `&thetasym;`	ϒ `&upsih;`	ϖ `ϖ`	• `•`	… `…`	′ `′`
″ `″`	‾ `&oline;`	⁄ `&frasl;`	℘ `&weierp;`	ℑ `&image;`	ℜ `&real;`	™ `™`	ℵ `&alefsym;`
← `←`	↑ `↑`	→ `→`	↓ `↓`	↔ `↔`	↵ `&crarr;`	⇐ `⇐`	⇑ `&uArr;`
⇒ `⇒`	⇓ `&dArr;`	⇔ `⇔`	∀ `∀`	∂ `∂`	∃ `∃`	∅ `∅`	∇ `∇`
∈ `∈`	∉ `∉`	∋ `&ni;`	∏ `∏`	∑ `∑`	− `−`	∗ `&lowast;`	√ `√`
∝ `&prop;`	∞ `∞`	∠ `&ang;`	∧ `&and;`	∨ `&or;`	∩ `∩`	∪ `∪`	∫ `∫`
∴ `&there4;`	∼ `&sim;`	≅ `&cong;`	≈ `≈`	≠ `≠`	≡ `&equiv;`	⋜ `≤`	≥ `≥`
⊂ `⊂`	⊃ `⊃`	⊄ `&nsub;`	⊆ `&sube;`	⊇ `&supe;`	⊕ `&oplus;`	⊗ `&otimes;`	⊥ `&perp;`
⋅ `⋅`	⌈ `&lceil;`	⌉ `&rceil;`	⌊ `&lfloor;`	⌋ `&rfloor;`	〈 `&lang;`	〉 `&rang;`	◊ `&loz;`
♠ `&spades;`	♣ `&clubs;`	♥ `&hearts;`	♦ `&diams;`

mmlalias.ent

∠ `&angle;`	⁡ `⁡`	≈ `≈`
≊ `&approxeq;`	≔ `&Assign;`	≌ `&backcong;`
϶ `&backepsilon;`	‵ `&backprime;`	∽ `&backsim;`
⋍ `&backsimeq;`	∖ `&Backslash;`	⊼ `&barwedge;`
∵ `&because;`	∵ `&Because;`	ℬ `&Bernoullis;`
≬ `&between;`	⋂ `&bigcap;`	◯ `&bigcirc;`
⋃ `&bigcup;`	⊙ `&bigodot;`	⊕ `&bigoplus;`
⊗ `&bigotimes;`	⊔ `&bigsqcup;`	★ `&bigstar;`
▽ `&bigtriangledown;`	△ `&bigtriangleup;`	⊎ `&biguplus;`
⋁ `&bigvee;`	⋀ `&bigwedge;`	⤍ `&bkarow;`
⧫ `&blacklozenge;`	▪ `&blacksquare;`	▴ `&blacktriangle;`
▾ `&blacktriangledown;`	◂ `&blacktriangleleft;`	▸ `&blacktriangleright;`
⊥ `&bot;`	⊟ `&boxminus;`	⊞ `&boxplus;`
⊠ `&boxtimes;`	˘ `&Breve;`	• `&bullet;`
≏ `&bumpeq;`	≎ `&Bumpeq;`	ⅅ `&CapitalDifferentialD;`
ℭ `&Cayleys;`	¸ `&Cedilla;`	· `·`
· `·`	✓ `&checkmark;`	≗ `&circeq;`
↺ `&circlearrowleft;`	↻ `&circlearrowright;`	⊛ `&circledast;`
⊚ `&circledcirc;`	⊝ `&circleddash;`	⊙ `&CircleDot;`
® `&circledR;`	Ⓢ `&circledS;`	⊖ `&CircleMinus;`
⊕ `&CirclePlus;`	⊗ `&CircleTimes;`	∲ `&ClockwiseContourIntegral;`
” `&CloseCurlyDoubleQuote;`	’ `&CloseCurlyQuote;`	♣ `&clubsuit;`
≔ `&coloneq;`	∁ `&complement;`	ℂ `&complexes;`
≡ `&Congruent;`	∮ `&ContourIntegral;`	∐ `&Coproduct;`
∳ `&CounterClockwiseContourIntegral;`	≍ `&CupCap;`	⋞ `&curlyeqprec;`
⋟ `&curlyeqsucc;`	⋎ `&curlyvee;`	⋏ `&curlywedge;`
↶ `&curvearrowleft;`	↷ `&curvearrowright;`	⤏ `&dbkarow;`
‡ `&ddagger;`	⩷ `&ddotseq;`	∇ `&Del;`
´ `&DiacriticalAcute;`	˙ `&DiacriticalDot;`	˝ `&DiacriticalDoubleAcute;`
` `&DiacriticalGrave;`	˜ `&DiacriticalTilde;`	⋄ `&diamond;`
⋄ `&Diamond;`	♦ `&diamondsuit;`	ⅆ `&DifferentialD;`
Ϝ `&digamma;`	÷ `&div;`	⋇ `&divideontimes;`
≐ `&doteq;`	≑ `&doteqdot;`	≐ `&DotEqual;`
∸ `&dotminus;`	∔ `&dotplus;`	⊡ `&dotsquare;`
⌆ `&doublebarwedge;`	∯ `&DoubleContourIntegral;`	¨ `&DoubleDot;`
⇓ `&DoubleDownArrow;`	⇐ `&DoubleLeftArrow;`	⇔ `&DoubleLeftRightArrow;`
⫤ `&DoubleLeftTee;`	 `&DoubleLongLeftArrow;`	 `&DoubleLongLeftRightArrow;`
 `&DoubleLongRightArrow;`	⇒ `&DoubleRightArrow;`	⊨ `&DoubleRightTee;`
⇑ `&DoubleUpArrow;`	⇕ `&DoubleUpDownArrow;`	∥ `&DoubleVerticalBar;`
↓ `&downarrow;`	⇓ `&Downarrow;`	↓ `&DownArrow;`
⇵ `&DownArrowUpArrow;`	⇊ `&downdownarrows;`	⇃ `&downharpoonleft;`
⇂ `&downharpoonright;`	↽ `&DownLeftVector;`	⇁ `&DownRightVector;`
⊤ `&DownTee;`	↧ `&DownTeeArrow;`	⤐ `&drbkarow;`
∈ `&Element;`	∅ `&emptyset;`	≖ `&eqcirc;`
≕ `&eqcolon;`	≂ `&eqsim;`	⋝ `&eqslantgtr;`
⋜ `&eqslantless;`	≂ `&EqualTilde;`	⇌ `&Equilibrium;`
∃ `&Exists;`	ℰ `&expectation;`	ⅇ `&exponentiale;`
ⅇ `&ExponentialE;`	≒ `&fallingdotseq;`	∀ `&ForAll;`
ℱ `&Fouriertrf;`	≥ `&geq;`	≧ `&geqq;`
⩾ `&geqslant;`	≫ `&gg;`	⋙ `&ggg;`
⪊ `&gnapprox;`	≩ `&gneq;`	≩ `&gneqq;`
≥ `&GreaterEqual;`	⋛ `&GreaterEqualLess;`	≧ `&GreaterFullEqual;`
≷ `&GreaterLess;`	⩾ `&GreaterSlantEqual;`	≳ `&GreaterTilde;`
≳ `&gtrapprox;`	⋗ `&gtrdot;`	⋛ `&gtreqless;`
⋛ `&gtreqqless;`	≷ `&gtrless;`	≳ `&gtrsim;`
≩ `&gvertneqq;`	ˇ `&Hacek;`	ˆ `&Hat;`
ℏ `&hbar;`	♡ `&heartsuit;`	ℋ `&HilbertSpace;`
⤥ `&hksearow;`	⤦ `&hkswarow;`	↩ `&hookleftarrow;`
↪ `&hookrightarrow;`	ℏ `&hslash;`	≎ `&HumpDownHump;`
≏ `&HumpEqual;`	⨌ `&iiiint;`	∭ `&iiint;`
ℑ `&Im;`	ⅈ `&ImaginaryI;`	ℐ `&imagline;`
ℑ `&imagpart;`	⇒ `&Implies;`	∈ `&in;`
ℤ `&integers;`	∫ `&Integral;`	⊺ `&intercal;`
⋂ `&Intersection;`	⨼ `&intprod;`	`⁣`
⁢ `⁢`	〈 `&langle;`	ℒ `&Laplacetrf;`
{ `{`	[ `[`	〈 `&LeftAngleBracket;`
← `&leftarrow;`	⇐ `&Leftarrow;`	← `&LeftArrow;`
⇤ `&LeftArrowBar;`	⇆ `&LeftArrowRightArrow;`	↢ `&leftarrowtail;`
⌈ `&LeftCeiling;`	〚 `&LeftDoubleBracket;`	⇃ `&LeftDownVector;`
⌊ `&LeftFloor;`	↽ `&leftharpoondown;`	↼ `&leftharpoonup;`
⇇ `&leftleftarrows;`	↔ `&leftrightarrow;`	⇔ `&Leftrightarrow;`
↔ `&LeftRightArrow;`	⇆ `&leftrightarrows;`	⇋ `&leftrightharpoons;`
↭ `&leftrightsquigarrow;`	⊣ `&LeftTee;`	↤ `&LeftTeeArrow;`
⋋ `&leftthreetimes;`	⊲ `&LeftTriangle;`	⊴ `&LeftTriangleEqual;`
↿ `&LeftUpVector;`	↼ `&LeftVector;`	≤ `&leq;`
≦ `&leqq;`	⩽ `&leqslant;`	≲ `&lessapprox;`
⋖ `&lessdot;`	⋚ `&lesseqgtr;`	⋚ `&lesseqqgtr;`
⋚ `&LessEqualGreater;`	≦ `&LessFullEqual;`	≶ `&LessGreater;`
≶ `&lessgtr;`	≲ `&lesssim;`	⩽ `&LessSlantEqual;`
≲ `&LessTilde;`	≪ `&ll;`	⌞ `&llcorner;`
⇚ `&Lleftarrow;`	⎰ `&lmoustache;`	⪉ `&lnapprox;`
≨ `&lneq;`	≨ `&lneqq;`	 `&longleftarrow;`
 `&Longleftarrow;`	 `&LongLeftArrow;`	 `&longleftrightarrow;`
 `&Longleftrightarrow;`	 `&LongLeftRightArrow;`	 `&longmapsto;`
 `&longrightarrow;`	 `&Longrightarrow;`	 `&LongRightArrow;`
↫ `&looparrowleft;`	↬ `&looparrowright;`	↙ `&LowerLeftArrow;`
↘ `&LowerRightArrow;`	◊ `&lozenge;`	⌟ `&lrcorner;`
↰ `&Lsh;`	≨ `&lvertneqq;`	✠ `&maltese;`
↦ `&mapsto;`	∡ `&measuredangle;`	ℳ `&Mellintrf;`
∓ `&MinusPlus;`	∓ `&mp;`	⊸ `&multimap;`
≉ `&napprox;`	♮ `&natural;`	ℕ `&naturals;`
↗ `&nearrow;`	≫ `&NestedGreaterGreater;`	≪ `&NestedLessLess;`
∄ `&nexists;`	≱ `&ngeq;`	≱ `&ngeqq;`
≱ `&ngeqslant;`	≯ `&ngtr;`	↚ `&nleftarrow;`
⇍ `&nLeftarrow;`	↮ `&nleftrightarrow;`	⇎ `&nLeftrightarrow;`
≰ `&nleq;`	≰ `&nleqq;`	≰ `&nleqslant;`
≮ `&nless;`	`&NonBreakingSpace;`	≢ `&NotCongruent;`
∦ `&NotDoubleVerticalBar;`	∉ `&NotElement;`	≠ `&NotEqual;`
≂̸ `&NotEqualTilde;`	∄ `&NotExists;`	≯ `&NotGreater;`
≱ `&NotGreaterEqual;`	≰ `&NotGreaterFullEqual;`	≫̸ `&NotGreaterGreater;`
≹ `&NotGreaterLess;`	≱ `&NotGreaterSlantEqual;`	≵ `&NotGreaterTilde;`
≎̸ `&NotHumpDownHump;`	⋪ `&NotLeftTriangle;`	⋬ `&NotLeftTriangleEqual;`
≮ `&NotLess;`	≰ `&NotLessEqual;`	≸ `&NotLessGreater;`
≪̸ `&NotLessLess;`	≰ `&NotLessSlantEqual;`	≴ `&NotLessTilde;`
⊀ `&NotPrecedes;`	⪯̸ `&NotPrecedesEqual;`	⋠ `&NotPrecedesSlantEqual;`
∌ `&NotReverseElement;`	⋫ `&NotRightTriangle;`	⋭ `&NotRightTriangleEqual;`
⋢ `&NotSquareSubsetEqual;`	⋣ `&NotSquareSupersetEqual;`	⊄ `&NotSubset;`
⊈ `&NotSubsetEqual;`	⊁ `&NotSucceeds;`	⪰̸ `&NotSucceedsEqual;`
⋡ `&NotSucceedsSlantEqual;`	⊅ `&NotSuperset;`	⊉ `&NotSupersetEqual;`
≁ `&NotTilde;`	≄ `&NotTildeEqual;`	≇ `&NotTildeFullEqual;`
≉ `&NotTildeTilde;`	∤ `&NotVerticalBar;`	∦ `&nparallel;`
⊀ `&nprec;`	⪯̸ `&npreceq;`	↛ `&nrightarrow;`
⇏ `&nRightarrow;`	∤ `&nshortmid;`	∦ `&nshortparallel;`
≄ `&nsimeq;`	⊄ `&nsubset;`	⊈ `&nsubseteq;`
⊈ `&nsubseteqq;`	⊁ `&nsucc;`	⪰̸ `&nsucceq;`
⊅ `&nsupset;`	⊉ `&nsupseteq;`	⊉ `&nsupseteqq;`
⋪ `&ntriangleleft;`	⋬ `&ntrianglelefteq;`	⋫ `&ntriangleright;`
⋭ `&ntrianglerighteq;`	↖ `&nwarrow;`	∮ `&oint;`
“ `&OpenCurlyDoubleQuote;`	‘ `&OpenCurlyQuote;`	ℴ `&orderof;`
∥ `&parallel;`	∂ `&PartialD;`	⋔ `&pitchfork;`
± `&PlusMinus;`	± `&pm;`	ℌ `&Poincareplane;`
≺ `&prec;`	≾ `&precapprox;`	≼ `&preccurlyeq;`
≺ `&Precedes;`	⪯ `&PrecedesEqual;`	≼ `&PrecedesSlantEqual;`
≾ `&PrecedesTilde;`	⪯ `&preceq;`	⋨ `&precnapprox;`
⪵ `&precneqq;`	⋨ `&precnsim;`	≾ `&precsim;`
ℙ `&primes;`	∷ `&Proportion;`	∝ `&Proportional;`
∝ `&propto;`	ℍ `&quaternions;`	≟ `&questeq;`
〉 `&rangle;`	ℚ `&rationals;`	} `}`
] `]`	ℜ `&Re;`	ℛ `&realine;`
ℜ `&realpart;`	ℝ `&reals;`	∋ `&ReverseElement;`
⇋ `&ReverseEquilibrium;`	⥯ `&ReverseUpEquilibrium;`	〉 `&RightAngleBracket;`
→ `&rightarrow;`	⇒ `&Rightarrow;`	→ `&RightArrow;`
⇥ `&RightArrowBar;`	⇄ `&RightArrowLeftArrow;`	↣ `&rightarrowtail;`
⌉ `&RightCeiling;`	〛 `&RightDoubleBracket;`	⇂ `&RightDownVector;`
⌋ `&RightFloor;`	⇁ `&rightharpoondown;`	⇀ `&rightharpoonup;`
⇄ `&rightleftarrows;`	⇌ `&rightleftharpoons;`	⇉ `&rightrightarrows;`
↝ `&rightsquigarrow;`	⊢ `&RightTee;`	↦ `&RightTeeArrow;`
⋌ `&rightthreetimes;`	⊳ `&RightTriangle;`	⊵ `&RightTriangleEqual;`
↾ `&RightUpVector;`	⇀ `&RightVector;`	≓ `&risingdotseq;`
⎱ `&rmoustache;`	⇛ `&Rrightarrow;`	↱ `&Rsh;`
↘ `&searrow;`	← `&ShortLeftArrow;`	∣ `&shortmid;`
∥ `&shortparallel;`	→ `&ShortRightArrow;`	≃ `&simeq;`
∘ `&SmallCircle;`	∖ `&smallsetminus;`	♠ `&spadesuit;`
√ `&Sqrt;`	⊏ `&sqsubset;`	⊑ `&sqsubseteq;`
⊐ `&sqsupset;`	⊒ `&sqsupseteq;`	□ `&Square;`
⊓ `&SquareIntersection;`	⊏ `&SquareSubset;`	⊑ `&SquareSubsetEqual;`
⊐ `&SquareSuperset;`	⊒ `&SquareSupersetEqual;`	⊔ `&SquareUnion;`
⋆ `&Star;`	ε `&straightepsilon;`	φ `&straightphi;`
⊂ `&subset;`	⋐ `&Subset;`	⊆ `&subseteq;`
⊆ `&subseteqq;`	⊆ `&SubsetEqual;`	⊊ `&subsetneq;`
⊊ `&subsetneqq;`	≻ `&succ;`	≿ `&succapprox;`
≽ `&succcurlyeq;`	≻ `&Succeeds;`	≽ `&SucceedsEqual;`
≽ `&SucceedsSlantEqual;`	≿ `&SucceedsTilde;`	≽ `&succeq;`
⋩ `&succnapprox;`	⪶ `&succneqq;`	⋩ `&succnsim;`
≿ `&succsim;`	∋ `&SuchThat;`	∑ `&Sum;`
⊃ `&Superset;`	⊇ `&SupersetEqual;`	⊃ `&supset;`
⋑ `&Supset;`	⊇ `&supseteq;`	⊇ `&supseteqq;`
⊋ `&supsetneq;`	⊋ `&supsetneqq;`	↙ `&swarrow;`
∴ `&therefore;`	∴ `&Therefore;`	≈ `&thickapprox;`
∼ `&thicksim;`	` `	∼ `&Tilde;`
≃ `&TildeEqual;`	≅ `&TildeFullEqual;`	≈ `&TildeTilde;`
⤨ `&toea;`	⤩ `&tosa;`	▵ `&triangle;`
▿ `&triangledown;`	◃ `&triangleleft;`	⊴ `&trianglelefteq;`
≜ `&triangleq;`	▹ `&triangleright;`	⊵ `&trianglerighteq;`
⃛ `&TripleDot;`	↞ `&twoheadleftarrow;`	↠ `&twoheadrightarrow;`
⌜ `&ulcorner;`	⋃ `&Union;`	⊎ `&UnionPlus;`
↑ `&uparrow;`	⇑ `&Uparrow;`	↑ `&UpArrow;`
⇅ `&UpArrowDownArrow;`	↕ `&updownarrow;`	⇕ `&Updownarrow;`
↕ `&UpDownArrow;`	⥮ `&UpEquilibrium;`	↿ `&upharpoonleft;`
↾ `&upharpoonright;`	↖ `&UpperLeftArrow;`	↗ `&UpperRightArrow;`
υ `υ`	ϒ `Υ`	⊥ `&UpTee;`
↥ `&UpTeeArrow;`	⇈ `&upuparrows;`	⌝ `&urcorner;`
ɛ `ϵ`	ϰ `ϰ`	∅ `&varnothing;`
ϕ `ϕ`	ϖ `ϖ`	∝ `&varpropto;`
ϱ `ϱ`	ς `ς`	⊊ `&varsubsetneq;`
⊊ `&varsubsetneqq;`	⊋ `&varsupsetneq;`	⊋ `&varsupsetneqq;`
ϑ `ϑ`	⊲ `&vartriangleleft;`	⊳ `&vartriangleright;`
∨ `&vee;`	⋁ `&Vee;`	\| `\|`
‖ `&Vert;`	∣ `&VerticalBar;`	≀ `&VerticalTilde;`
`&VeryThinSpace;`	∧ `&wedge;`	⋀ `&Wedge;`
℘ `&wp;`	≀ `&wr;`	ℨ `&zeetrf;`
`&ZeroWidthSpace;`