Math Symbols

Symbol
Name Unicode HTML Code HTML Entity
Symbol
Name Unicode HTML Code HTML Entity
+

Plus Sign

U+002B + +
−

Minus Sign

U+2212 − −
×

Multiplication Sign

U+00D7 × ×
÷

Division Sign

U+00F7 ÷ ÷
=

Equal Sign

U+003D = =
≠

Not Equal To Sign

U+2260 ≠ ≠
±

Plus or Minus Sign

U+00B1 ± ±
¬

Not Sign

U+00AC ¬ ¬
<

Less-Than Sign

U+003C &#60; &lt;
>

Greater-Than Sign

U+003E &#62; &gt;
⋜

Equal to or Less-Than Sign

U+22DC &#8924;
⋝

Equal to or Greater-Than Sign

U+22DD &#8925;
°

Degree Sign

U+00B0 &#176; &deg;
¹

Superscript One

U+00B9 &#185; &sup1;
²

Superscript Two

U+00B2 &#178; &sup2;
³

Superscript Three

U+00B3 &#179; &sup3;
ƒ

Function

U+0192 &#402; &fnof;
%

Percent Sign

U+0025 &#37; &percnt;
‰

Per Mille Sign

U+0089 &#137; &permil;
‱

Per Ten Thousand Sign

U+2031 &#8241; &pertenk;
∀

For All

U+2200 &#8704; &forall;
∁

Complement

U+2201 &#8705; &comp;
∂

Partial Differential

U+2202 &#8706; &part;
∃

There Exists

U+2203 &#8707; &exist;
∄

There Does Not Exist

U+2204 &#8708; &nexist;
∅

Empty Set

U+2205 &#8709; &empty;
∆

Increment

U+2206 &#8710;
∇

Nabla

U+2207 &#8711; &nabla;
∈

Element Of

U+2208 &#8712; &isin;
∉

Not an Element Of

U+2209 &#8713; &notin;
∊

Small Element Of

U+220A &#8714;
∋

Contains as Member

U+220B &#8715; &ni;
∌

Does Not Contain as Member

U+220C &#8716; &notni;
∍

Small Contains as Member

U+220D &#8717;
∎

End of Proof

U+220E &#8718;
∏

N-Ary Product

U+220F &#8719; &prod;
∐

N-Ary Coproduct

U+2210 &#8720; &coprod;
∑

N-Ary Summation

U+2211 &#8721; &sum;
∓

Minus-or-Plus Sign

U+2213 &#8723; &mnplus;
∔

Dot Plus

U+2214 &#8724; &plusdo;
∕

Division Slash

U+2215 &#8725;
∖

Set Minus

U+2216 &#8726; &setminus;
∗

Asterisk Operator

U+2217 &#8727; &lowast;
∘

Ring Operator

U+2218 &#8728; &compfn;
∙

Bullet Operator

U+2219 &#8729;
√

Square Root

U+221A &#8730; &radic;
∛

Cube Root

U+221B &#8731;
∜

Fourth Root

U+221C &#8732;
∝

Proportional To

U+221D &#8733; &prop;
∞

Infinity

U+221E &#8734; &infin;
∟

Right Angle

U+221F &#8735; &angrt;
∠

Angle

U+2220 &#8736; &ang;
∡

Measured Angle

U+2221 &#8737; &angmsd;
∢

Spherical Angle

U+2222 &#8738; &angsph;
∣

Divides

U+2223 &#8739; &mid;
∤

Does Not Divide

U+2224 &#8740; &nmid;
∥

Parallel To

U+2225 &#8741; &parallel;
∦

Not Parallel To

U+2226 &#8742; &npar;
∧

Logical And

U+2227 &#8743; &and;
∨

Logical Or

U+2228 &#8744; &or;
∩

Intersection

U+2229 &#8745; &cap;
∪

Union

U+222A &#8746; &cup;
∫

Integral

U+222B &#8747; &int;
∬

Double Integral

U+222C &#8748; &Int;
∭

Triple Integral

U+222D &#8749; &iiint;
∮

Contour Integral

U+222E &#8750; &conint;
∯

Surface Integral

U+222F &#8751; &Conint;
∰

Volume Integral

U+2230 &#8752; &Cconint;
∱

Clockwise Integral

U+2231 &#8753; &cwint;
∲

Clockwise Contour Integral

U+2232 &#8754; &cwconint;
∳

Anticlockwise Contour Integral

U+2233 &#8755; &awconint;
∴

Therefore

U+2234 &#8756; &there4;
∵

Because

U+2235 &#8757; &because;
∶

Ratio

U+2236 &#8758; &ratio;
∷

Proportion

U+2237 &#8759; &Colon;
∸

Dot Minus

U+2238 &#8760; &minusd;
∹

Excess

U+2239 &#8761;
∺

Geometric Proportion

U+223A &#8762; &mDDot;
∻

Homothetic

U+223B &#8763; &homtht;
∼

Tilde Operator

U+223C &#8764; &sim;
∽

Reversed Tilde

U+223D &#8765; &bsim;
∾

Inverted Lazy S

U+223E &#8766; &ac;
∿

Sine Wave

U+223F &#8767; &acd;
≀

Wreath Product

U+2240 &#8768; &wreath;
≁

Not Tilde

U+2241 &#8769; &nsim;
≂

Minus Tilde

U+2242 &#8770; &esim;
≃

Asymptotically Equal To

U+2243 &#8771; &sime;
≄

Not Asymptotically Equal To

U+2244 &#8772; &nsime;
≅

Approximately Equal To

U+2245 &#8773; &cong;
≆

Approximately but Not Actually Equal To

U+2246 &#8774; &simne;
≇

Neither Approximately Nor Actually Equal To

U+2247 &#8775; &ncong;
≈

Almost Equal To

U+2248 &#8776; &asymp;
≉

Not Almost Equal To

U+2249 &#8777; &nap;
≊

Almost Equal or Equal To

U+224A &#8778; &approxeq;
≋

Triple Tilde

U+224B &#8779; &apid;
≌

All Equal To

U+224C &#8780; &bcong;
≍

Equivalent To

U+224D &#8781; &asympeq;
≎

Geometrically Equivalent To

U+224E &#8782; &bump;
≏

Difference Between

U+224F &#8783; &bumpe;
≐

Approaches the Limit

U+2250 &#8784; &esdot;
≑

Geometrically Equal To

U+2251 &#8785; &eDot;
≒

Approximately Equal to or the Image Of

U+2252 &#8786; &efDot;
≓

Image of or Approximately Equal To

U+2253 &#8787; &erDot;
≔

Colon Equals

U+2254 &#8788; &colone;
≕

Equals Colon

U+2255 &#8789; &ecolon;
≖

Ring in Equal To

U+2256 &#8790; &ecir;
≗

Ring Equal To

U+2257 &#8791; &cire;
≘

Corresponds To

U+2258 &#8792;
≙

Estimates

U+2259 &#8793; &wedgeq;
≚

Equiangular To

U+225A &#8794; &veeeq;
≛

Star Equals

U+225B &#8795;
≜

Delta Equal To

U+225C &#8796; &trie;
≝

Equal to by Definition

U+225D &#8797;
≞

Measured By

U+225E &#8798;
≟

Questioned Equal To

U+225F &#8799; &equest;
≡

Identical To

U+2261 &#8801; &equiv;
≢

Not Identical To

U+2262 &#8802; &nequiv;
≣

Strictly Equivalent To

U+2263 &#8803;
≤

Less-Than or Equal To

U+2264 &#8804; &le;
≥

Greater-Than or Equal To

U+2265 &#8805; &ge;
≦

Less-Than Over Equal To

U+2266 &#8806; &lE;
≧

Greater-Than Over Equal To

U+2267 &#8807; &gE;
≨

Less-Than but Not Equal To

U+2268 &#8808; &lnE;
≩

Greater-Than but Not Equal To

U+2269 &#8809; &gnE;
≪

Much Less-Than

U+226A &#8810; &Lt;
≫

Much Greater-Than

U+226B &#8811; &Gt;
≬

Between

U+226C &#8812; &between;
≭

Not Equivalent To

U+226D &#8813; &NotCupCap;
≮

Not Less-Than

U+226E &#8814; &nlt;
≯

Not Greater-Than

U+226F &#8815; &ngt;
≰

Neither Less-Than Nor Equal To

U+2270 &#8816; &nle;
≱

Neither Greater-Than Nor Equal To

U+2271 &#8817; &nge;
≲

Less-Than or Equivalent To

U+2272 &#8818; &lsim;
≳

Greater-Than or Equivalent To

U+2273 &#8819; &gsim;
≴

Neither Less-Than Nor Equivalent To

U+2274 &#8820; &nlsim;
≵

Neither Greater-Than Nor Equivalent To

U+2275 &#8821; &ngsim;
≶

Less-Than or Greater-Than

U+2276 &#8822; &lg;
≷

Greater-Than or Less-Than

U+2277 &#8823; &gl;
≸

Neither Less-Than Nor Greater-Than

U+2278 &#8824; &ntlg;
≹

Neither Greater-Than Nor Less-Than

U+2279 &#8825; &ntgl;
≺

Precedes

U+227A &#8826; &pr;
≻

Succeeds

U+227B &#8827; &sc;
≼

Precedes or Equal To

U+227C &#8828; &prcue;
≽

Succeeds or Equal To

U+227D &#8829; &sccue;
≾

Precedes or Equivalent To

U+227E &#8830; &prsim;
≿

Succeeds or Equivalent To

U+227F &#8831; &scsim;
⊀

Does Not Precede

U+2280 &#8832; &npr;
⊁

Does Not Succeed

U+2281 &#8833; &nsc;
⊂

Subset Of

U+2282 &#8834; &sub;
⊃

Superset Of

U+2283 &#8835; &sup;
⊄

Not a Subset Of

U+2284 &#8836; &nsub;
⊅

Not a Superset Of

U+2285 &#8837; &nsup;
⊆

Subset of or Equal To

U+2286 &#8838; &sube;
⊇

Superset of or Equal To

U+2287 &#8839; &supe;
⊈

Neither a Subset of Nor Equal To

U+2288 &#8840; &nsube;
⊉

Neither a Superset of Nor Equal To

U+2289 &#8841; &nsupe;
⊊

Subset of With Not Equal To

U+228A &#8842; &subne;
⊋

Superset of With Not Equal To

U+228B &#8843; &supne;
⊌

Multiset

U+228C &#8844;
⊍

Multiset Multiplication

U+228D &#8845; &cupdot;
⊎

Multiset Union

U+228E &#8846; &uplus;
⊏

Square Image Of

U+228F &#8847; &sqsub;
⊐

Square Original Of

U+2290 &#8848; &sqsup;
⊑

Square Image of or Equal To

U+2291 &#8849; &sqsube;
⊒

Square Original of or Equal To

U+2292 &#8850; &sqsupe;
⊓

Square Cap

U+2293 &#8851; &sqcap;
⊔

Square Cup

U+2294 &#8852; &sqcup;
⊕

Circled Plus

U+2295 &#8853; &oplus;
⊖

Circled Minus

U+2296 &#8854; &ominus;
⊗

Circled Times

U+2297 &#8855; &otimes;
⊘

Circled Division Slash

U+2298 &#8856; &osol;
⊙

Circled Dot Operator

U+2299 &#8857; &odot;
⊚

Circled Ring Operator

U+229A &#8858; &ocir;
⊛

Circled Asterisk Operator

U+229B &#8859; &oast;
⊜

Circled Equals

U+229C &#8860;
⊝

Circled Dash

U+229D &#8861; &odash;
⊞

Squared Plus

U+229E &#8862; &plusb;
⊟

Squared Minus

U+229F &#8863; &minusb;
⊠

Squared Times

U+22A0 &#8864; &timesb;
⊡

Squared Dot Operator

U+22A1 &#8865; &sdotb;
⊢

Right Tack

U+22A2 &#8866; &vdash;
⊣

Left Tack

U+22A3 &#8867; &dashv;
⊤

Down Tack

U+22A4 &#8868; &top;
⊥

Up Tack

U+22A5 &#8869; &perp;
⊦

Assertion

U+22A6 &#8870;
⊧

Models

U+22A7 &#8871; &models;
⊨

TRUE

U+22A8 &#8872; &vDash;
⊩

Forces

U+22A9 &#8873; &Vdash;
⊪

Triple Vertical Bar Right Turnstile

U+22AA &#8874; &Vvdash;
⊫

Double Vertical Bar Double Right Turnstile

U+22AB &#8875; &VDash;
⊬

Does Not Prove

U+22AC &#8876; &nvdash;
⊭

Not True

U+22AD &#8877; &nvDash;
⊮

Does Not Force

U+22AE &#8878; &nVdash;
⊯

Negated Double Vertical Bar Double Right Turnstile

U+22AF &#8879; &nVDash;
⊰

Precedes Under Relation

U+22B0 &#8880; &prurel;
⊱

Succeeds Under Relation

U+22B1 &#8881;
⊲

Normal Subgroup Of

U+22B2 &#8882; &vltri;
⊳

Contains as Normal Subgroup

U+22B3 &#8883; &vrtri;
⊴

Normal Subgroup of or Equal To

U+22B4 &#8884; &ltrie;
⊵

Contains as Normal Subgroup or Equal To

U+22B5 &#8885; &rtrie;
⊶

Original Of

U+22B6 &#8886; &origof;
⊷

Image Of

U+22B7 &#8887; &imof;
⊸

Multimap

U+22B8 &#8888; &mumap;
⊹

Hermitian Conjugate Matrix

U+22B9 &#8889; &hercon;
⊺

Intercalate

U+22BA &#8890; &intcal;
⊻

Xor

U+22BB &#8891; &veebar;
⊼

Nand

U+22BC &#8892;
⊽

Nor

U+22BD &#8893; &barvee;
⊾

Right Angle With Arc

U+22BE &#8894; &angrtvb;
⊿

Right Triangle

U+22BF &#8895; &lrtri;
⋀

N-Ary Logical And

U+22C0 &#8896; &xwedge;
⋁

N-Ary Logical Or

U+22C1 &#8897; &xvee;
⋂

N-Ary Intersection

U+22C2 &#8898; &xcap;
⋃

N-Ary Union

U+22C3 &#8899; &xcup;
⋄

Diamond Operator

U+22C4 &#8900; &diamond;
⋅

Dot Operator

U+22C5 &#8901; &sdot;
⋆

Star Operator

U+22C6 &#8902; &Star;
⋇

Division Times

U+22C7 &#8903; &divonx;
⋈

Bowtie

U+22C8 &#8904; &bowtie;
⋉

Left Normal Factor Semidirect Product

U+22C9 &#8905; &ltimes;
⋊

Right Normal Factor Semidirect Product

U+22CA &#8906; &rtimes;
⋋

Left Semidirect Product

U+22CB &#8907; &lthree;
⋌

Right Semidirect Product

U+22CC &#8908; &rthree;
⋍

Reversed Tilde Equals

U+22CD &#8909; &bsime;
⋎

Curly Logical Or

U+22CE &#8910; &cuvee;
⋏

Curly Logical And

U+22CF &#8911; &cuwed;
⋐

Double Subset

U+22D0 &#8912; &Sub;
⋑

Double Superset

U+22D1 &#8913; &Sup;
⋒

Double Intersection

U+22D2 &#8914; &Cap;
⋓

Double Union

U+22D3 &#8915; &Cup;
⋔

Pitchfork

U+22D4 &#8916; &fork;
⋕

Equal and Parallel To

U+22D5 &#8917; &epar;
⋖

Less-Than With Dot

U+22D6 &#8918; &ltdot;
⋗

Greater-Than With Dot

U+22D7 &#8919; &gtdot;
⋘

Very Much Less-Than

U+22D8 &#8920; &Ll;
⋙

Very Much Greater-Than

U+22D9 &#8921; &Gg;
⋚

Less-Than Equal to or Greater-Than

U+22DA &#8922; &leg;
⋛

Greater-Than Equal to or Less-Than

U+22DB &#8923; &gel;
⋞

Equal to or Precedes

U+22DE &#8926; &cuepr;
⋟

Equal to or Succeeds

U+22DF &#8927; &cuesc;
⋠

Does Not Precede or Equal

U+22E0 &#8928; &nprcue;
⋡

Does Not Succeed or Equal

U+22E1 &#8929; &nsccue;
⋢

Not Square Image of or Equal To

U+22E2 &#8930; &nsqsube;
⋣

Not Square Original of or Equal To

U+22E3 &#8931; &nsqsupe;
⋤

Square Image of or Not Equal To

U+22E4 &#8932;
⋥

Square Original of or Not Equal To

U+22E5 &#8933;
⋦

Less-Than but Not Equivalent To

U+22E6 &#8934; &lnsim;
⋧

Greater-Than but Not Equivalent To

U+22E7 &#8935; &gnsim;
⋨

Precedes but Not Equivalent To

U+22E8 &#8936; &prnsim;
⋩

Succeeds but Not Equivalent To

U+22E9 &#8937; &scnsim;
⋪

Not Normal Subgroup Of

U+22EA &#8938; &nltri;
⋫

Does Not Contain as Normal Subgroup

U+22EB &#8939; &nrtri;
⋬

Not Normal Subgroup of or Equal To

U+22EC &#8940; &nltrie;
⋭

Does Not Contain as Normal Subgroup or Equal

U+22ED &#8941; &nrtrie;
⋮

Vertical Ellipsis

U+22EE &#8942; &vellip;
⋯

Midline Horizontal Ellipsis

U+22EF &#8943; &ctdot;
⋰

Up Right Diagonal Ellipsis

U+22F0 &#8944; &utdot;
⋱

Down Right Diagonal Ellipsis

U+22F1 &#8945; &dtdot;
⋲

Element of With Long Horizontal Stroke

U+22F2 &#8946; &disin;
⋳

Element of With Vertical Bar at End of Horizontal Stroke

U+22F3 &#8947; &isinsv;
⋴

Small Element of With Vertical Bar at End of Horizontal Stroke

U+22F4 &#8948; &isins;
⋵

Element of With Dot Above

U+22F5 &#8949; &isindot;
⋶

Element of With Overbar

U+22F6 &#8950; &notinvc;
⋷

Small Element of With Overbar

U+22F7 &#8951; &notinvb;
⋸

Element of With Underbar

U+22F8 &#8952;
⋹

Element of With Two Horizontal Strokes

U+22F9 &#8953; &isinE;
⋺

Contains With Long Horizontal Stroke

U+22FA &#8954; &nisd;
⋻

Contains With Vertical Bar at End of Horizontal Stroke

U+22FB &#8955; &xnis;
⋼

Small Contains With Vertical Bar at End of Horizontal Stroke

U+22FC &#8956; &nis;
⋽

Contains With Overbar

U+22FD &#8957; &notnivc;
⋾

Small Contains With Overbar

U+22FE &#8958; &notnivb;
⋿

Z Notation Bag Membership

U+22FF &#8959;
⁰

Superscript Zero

U+2070 &#8304;
ⁱ

Superscript Latin Small Letter I

U+2071 &#8305;
⁴

Superscript Four

U+2074 &#8308;
⁵

Superscript Five

U+2075 &#8309;
⁶

Superscript Six

U+2076 &#8310;
⁷

Superscript Seven

U+2077 &#8311;
⁸

Superscript Eight

U+2078 &#8312;
⁹

Superscript Nine

U+2079 &#8313;
⁺

Superscript Plus Sign

U+207A &#8314;
⁻

Superscript Minus

U+207B &#8315;
⁼

Superscript Equals Sign

U+207C &#8316;
⁽

Superscript Left Parenthesis

U+207D &#8317;
⁾

Superscript Right Parenthesis

U+207E &#8318;
ⁿ

Superscript Latin Small Letter N

U+207F &#8319;
₊

Subscript Plus Sign

U+208A &#8330;
₋

Subscript Minus

U+208B &#8331;
₌

Subscript Equals Sign

U+208C &#8332;
₍

Subscript Left Parenthesis

U+208D &#8333;
₎

Subscript Right Parenthesis

U+208E &#8334;
ₐ

Latin Subscript Small Letter A

U+2090 &#8336;
ₑ

Latin Subscript Small Letter E

U+2091 &#8337;
ₒ

Latin Subscript Small Letter O

U+2092 &#8338;
ₓ

Latin Subscript Small Letter X

U+2093 &#8339;
ₔ

Latin Subscript Small Letter Schwa

U+2094 &#8340;
¼

Fraction One Quarter

U+00BC &#188; &frac14;
½

Fraction One Half

U+00BD &#189; &frac12;
¾

Fraction Three Quarters

U+00BE &#190; &frac34;
⅐

Vulgar Fraction One Seventh

U+2150 &#8528;
⅑

Vulgar Fraction One Ninth

U+2151 &#8529;
⅒

Vulgar Fraction One Tenth

U+2152 &#8530;
⅓

Vulgar Fraction One Third

U+2153 &#8531; &frac13;
⅔

Vulgar Fraction Two Thirds

U+2154 &#8532; &frac23;
⅕

Vulgar Fraction One Fifth

U+2155 &#8533; &frac15;
⅖

Vulgar Fraction Two Fifths

U+2156 &#8534; &frac25;
⅗

Vulgar Fraction Three Fifths

U+2157 &#8535; &frac35;
⅘

Vulgar Fraction Four Fifths

U+2158 &#8536; &frac45;
⅙

Vulgar Fraction One Sixth

U+2159 &#8537; &frac16;
⅚

Vulgar Fraction Five Sixths

U+215A &#8538; &frac56;
⅛

Vulgar Fraction One Eighth

U+215B &#8539; &frac18;
⅜

Vulgar Fraction Three Eighths

U+215C &#8540; &frac38;
⅝

Vulgar Fraction Five Eighths

U+215D &#8541; &frac58;
⅞

Vulgar Fraction Seven Eighths

U+215E &#8542; &frac78;
⅟

Fraction Numerator One

U+215F &#8543;
↉

Vulgar Fraction Zero Thirds

U+2189 &#8585;
⨊

Modulo Two Sum

U+2A0A &#10762;
⅀

Double-Struck N-Ary Summation

U+2140 &#8512;
~

Tilde

U+007E &#126; &tilde;
⩱

Equals Sign Above Plus Sign

U+2A71 &#10865;
⩲

Plus Sign Above Equals Sign

U+2A72 &#10866;
Δ

Greek Capital Letter Delta

U+0394 &#916; &Delta;
|

Vertical Line

U+007C &#124; &vert;
⌈

Left Ceiling

U+2308 &#8968; &lceil;
⌉

Right Ceiling

U+2309 &#8969; &rceil;
⌊

Left Floor

U+230A &#8970; &lfloor;
⌋

Right Floor

U+230B &#8971; &rfloor;
〈

Left-Pointing Angle Bracket

U+2329 &#9001; &lang;
〉

Right-Pointing Angle Bracket

U+232A &#9002; &rang;
^

Circumflex Accent

U+005E &#94; &Hat;
⨌

Quadruple Integral Operator

U+2A0C &#10764;
⨍

Finite Part Integral

U+2A0D &#10765;
⨎

Integral with Double Stroke

U+2A0E &#10766;
⨏

Integral Average with Slash

U+2A0F &#10767;
⨐

Circulation Function

U+2A10 &#10768;
⨑

Anticlockwise Integration

U+2A11 &#10769;
⨒

Line Integration with Rectangular Path Around Pole

U+2A12 &#10770;
⨓

Line Integration with Semicircular Path Around Pole

U+2A13 &#10771;
⨔

Line Integration Not Including the Pole

U+2A14 &#10772;
⨕

Integral Around a Point Operator

U+2A15 &#10773;
⨖

Quaternion Integral Operator

U+2A16 &#10774;
⨗

Integral with Leftwards Arrow with Hook

U+2A17 &#10775;
⨘

Integral with Times Sign

U+2A18 &#10776;
⨙

Integral with Intersection

U+2A19 &#10777;
⨚

Integral with Union

U+2A1A &#10778;
⨛

Integral with Overbar

U+2A1B &#10779;
⨜

Integral with Underbar

U+2A1C &#10780;
⌀

Diameter Sign

U+2300 &#8960;
⦛

Measured Angle Opening Left

U+299B &#10651;
⦜

Right Angle Variant with Square

U+299C &#10652;
⦝

Measured Right Angle with Dot

U+299D &#10653;
⦞

Angle with S Inside

U+299E &#10654;
⦟

Acute Angle

U+299F &#10655;
⦠

Spherical Angle Opening Left

U+29A0 &#10656;
⦡

Spherical Angle Opening Up

U+29A1 &#10657;
⦢

Turned Angle

U+29A2 &#10658;
⦣

Reversed Angle

U+29A3 &#10659;
⟂

Perpendicular

U+27C2 &#10178;
⏊

Dentistry Symbol Light Up and Horizontal

U+23CA &#9162;
⌒

Arc

U+2312 &#8978;
◠

Upper Half Circle

U+25E0 &#9696;
◡

Lower Half Circle

U+25E1 &#9697;
△

White Up-Pointing Triangle

U+25B3 &#9651;
▷

White Right-Pointing Triangle

U+25B7 &#9655;
▽

White Down-Pointing Triangle

U+25BD &#9661;
◁

White Left-Pointing Triangle

U+25C1 &#9665;
□

White Square

U+25A1 &#9633;
▭

White Rectangle

U+25AD &#9645;
▱

White Parallelogram

U+25B1 &#9649;
○

White Circle

U+25CB &#9675;
◊

Lozenge

U+25CA &#9674; &loz;
→

Rightwards Arrow

U+2192 &#8594;
←

Leftwards Arrow

U+2190 &#8592;
↛

Rightwards Arrow with Stroke

U+219B &#8603;
↚

Leftwards Arrow with Stroke

U+219A &#8602;
↓

Downwards Arrow

U+2193 &#8595;
⇒

Rightwards Double Arrow

U+21D2 &#8658; &rArr;
⇐

Leftwards Double Arrow

U+21D0 &#8656; &lArr;
⇔

Left Right Double Arrow

U+21D4 &#8660; &hArr;
⇋

Leftwards Harpoon Over Rightwards Harpoon

U+21CB &#8651; &lrhar;
↯

Downwards Zigzag Arrow

U+21AF &#8623;
⇏

Rightwards Double Arrow with Stroke

U+21CF &#8655; &nrArr;
𝛛

Mathematical Bold Partial Differential

U+1D6DB &#120539;
𝜕

Mathematical Italic Partial Differential

U+1D715 &#120597;
𝝏

Mathematical Bold Italic Partial Differential

U+1D74F &#120655;
𝞉

Mathematical Sans-Serif Bold Partial Differential

U+1D789 &#120713;
𝟃

Mathematical Sans-Serif Bold Italic Partial Differential

U+1D7C3 &#120771;
ℵ

Alef Symbol

U+2135 &#8501; &alefsym;
ℶ

Bet Symbol

U+2136 &#8502; &beth;
ℕ

Double-Struck Capital N

U+2115 &#8469; &Nopf;
ℝ

Double-Struck Capital R

U+211D &#8477; &Ropf;
ℚ

Double-Struck Capital Q

U+211A &#8474; &Qopf;
ℙ

Double-Struck Capital P

U+2119 &#8473; &Popf;
ℤ

Double-Struck Capital Z

U+2124 &#8484; &Zopf;
ℍ

Double-Struck Capital H

U+210D &#8461; &Hopf;
ℂ

Double-Struck Capital C

U+2102 &#8450; &Copf;
↔

Left-Right Arrow

U+2194 &#8596;
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