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+C

+
plus sign
+
U+0002B
minus sign
−
U+02212
×
multiplication sign
×
U+000D7
÷
division sign
÷
U+000F7
=
equal sign
=
U+0003D
not equal to sign
≠
U+02260
±
plus or minus sign
±
U+000B1
¬
not sign
¬
U+000AC
<
less-than sign
&lt;
U+0003C
>
greater-than sign
&gt;
U+0003E
equal to or less-than sign
&#8924;
U+022DC
equal to or greater-than sign
&#8925;
U+022DD
°
degree sign
&deg;
U+000B0
¹
superscript one
&sup1;
U+000B9
²
superscript two
&sup2;
U+000B2
³
superscript three
&sup3;
U+000B3
ƒ
function
&fnof;
U+00192
%
percent sign
&percnt;
U+00025
per mille sign
&permil;
U+00089
per ten thousand sign
&pertenk;
U+02031
for all
&forall;
U+02200
complement
&comp;
U+02201
partial differential
&part;
U+02202
there exists
&exist;
U+02203
there does not exist
&nexist;
U+02204
empty set
&empty;
U+02205
increment
&#8710;
U+02206
nabla
&nabla;
U+02207
element of
&isin;
U+02208
not an element of
&notin;
U+02209
small element of
&#8714;
U+0220A
contains as member
&ni;
U+0220B
does not contain as member
&notni;
U+0220C
small contains as member
&#8717;
U+0220D
end of proof
&#8718;
U+0220E
n-ary product
&prod;
U+0220F
n-ary coproduct
&coprod;
U+02210
n-ary summation
&sum;
U+02211
minus-or-plus sign
&mnplus;
U+02213
dot plus
&plusdo;
U+02214
division slash
&#8725;
U+02215
set minus
&setminus;
U+02216
asterisk operator
&lowast;
U+02217
ring operator
&compfn;
U+02218
bullet operator
&#8729;
U+02219
square root
&radic;
U+0221A
cube root
&#8731;
U+0221B
fourth root
&#8732;
U+0221C
proportional to
&prop;
U+0221D
infinity
&infin;
U+0221E
right angle
&angrt;
U+0221F
angle
&ang;
U+02220
measured angle
&angmsd;
U+02221
spherical angle
&angsph;
U+02222
divides
&mid;
U+02223
does not divide
&nmid;
U+02224
parallel to
&parallel;
U+02225
not parallel to
&npar;
U+02226
logical and
&and;
U+02227
logical or
&or;
U+02228
intersection
&cap;
U+02229
union
&cup;
U+0222A
integral
&int;
U+0222B
double integral
&Int;
U+0222C
triple integral
&iiint;
U+0222D
contour integral
&conint;
U+0222E
surface integral
&Conint;
U+0222F
volume integral
&Cconint;
U+02230
clockwise integral
&cwint;
U+02231
clockwise contour integral
&cwconint;
U+02232
anticlockwise contour integral
&awconint;
U+02233
therefore
&there4;
U+02234
because
&because;
U+02235
ratio
&ratio;
U+02236
proportion
&Colon;
U+02237
dot minus
&minusd;
U+02238
excess
&#8761;
U+02239
geometric proportion
&mDDot;
U+0223A
homothetic
&homtht;
U+0223B
tilde operator
&sim;
U+0223C
reversed tilde
&bsim;
U+0223D
inverted lazy s
&ac;
U+0223E
sine wave
&acd;
U+0223F
wreath product
&wreath;
U+02240
not tilde
&nsim;
U+02241
minus tilde
&esim;
U+02242
asymptotically equal to
&sime;
U+02243
not asymptotically equal to
&nsime;
U+02244
approximately equal to
&cong;
U+02245
approximately but not actually equal to
&simne;
U+02246
neither approximately nor actually equal to
&ncong;
U+02247
almost equal to
&asymp;
U+02248
not almost equal to
&nap;
U+02249
almost equal or equal to
&approxeq;
U+0224A
triple tilde
&apid;
U+0224B
all equal to
&bcong;
U+0224C
equivalent to
&asympeq;
U+0224D
geometrically equivalent to
&bump;
U+0224E
difference between
&bumpe;
U+0224F
approaches the limit
&esdot;
U+02250
geometrically equal to
&eDot;
U+02251
approximately equal to or the image of
&efDot;
U+02252
image of or approximately equal to
&erDot;
U+02253
colon equals
&colone;
U+02254
equals colon
&ecolon;
U+02255
ring in equal to
&ecir;
U+02256
ring equal to
&cire;
U+02257
corresponds to
&#8792;
U+02258
estimates
&wedgeq;
U+02259
equiangular to
&veeeq;
U+0225A
star equals
&#8795;
U+0225B
delta equal to
&trie;
U+0225C
equal to by definition
&#8797;
U+0225D
measured by
&#8798;
U+0225E
questioned equal to
&equest;
U+0225F
identical to
&equiv;
U+02261
not identical to
&nequiv;
U+02262
strictly equivalent to
&#8803;
U+02263
less-than or equal to
&le;
U+02264
greater-than or equal to
&ge;
U+02265
less-than over equal to
&lE;
U+02266
greater-than over equal to
&gE;
U+02267
less-than but not equal to
&lnE;
U+02268
greater-than but not equal to
&gnE;
U+02269
much less-than
&Lt;
U+0226A
much greater-than
&Gt;
U+0226B
between
&between;
U+0226C
not equivalent to
&NotCupCap;
U+0226D
not less-than
&nlt;
U+0226E
not greater-than
&ngt;
U+0226F
neither less-than nor equal to
&nle;
U+02270
neither greater-than nor equal to
&nge;
U+02271
less-than or equivalent to
&lsim;
U+02272
greater-than or equivalent to
&gsim;
U+02273
neither less-than nor equivalent to
&nlsim;
U+02274
neither greater-than nor equivalent to
&ngsim;
U+02275
less-than or greater-than
&lg;
U+02276
greater-than or less-than
&gl;
U+02277
neither less-than nor greater-than
&ntlg;
U+02278
neither greater-than nor less-than
&ntgl;
U+02279
precedes
&pr;
U+0227A
succeeds
&sc;
U+0227B
precedes or equal to
&prcue;
U+0227C
succeeds or equal to
&sccue;
U+0227D
precedes or equivalent to
&prsim;
U+0227E
succeeds or equivalent to
&scsim;
U+0227F
does not precede
&npr;
U+02280
does not succeed
&nsc;
U+02281
subset of
&sub;
U+02282
superset of
&sup;
U+02283
not a subset of
&nsub;
U+02284
not a superset of
&nsup;
U+02285
subset of or equal to
&sube;
U+02286
superset of or equal to
&supe;
U+02287
neither a subset of nor equal to
&nsube;
U+02288
neither a superset of nor equal to
&nsupe;
U+02289
subset of with not equal to
&subne;
U+0228A
superset of with not equal to
&supne;
U+0228B
multiset
&#8844;
U+0228C
multiset multiplication
&cupdot;
U+0228D
multiset union
&uplus;
U+0228E
square image of
&sqsub;
U+0228F
square original of
&sqsup;
U+02290
square image of or equal to
&sqsube;
U+02291
square original of or equal to
&sqsupe;
U+02292
square cap
&sqcap;
U+02293
square cup
&sqcup;
U+02294
circled plus
&oplus;
U+02295
circled minus
&ominus;
U+02296
circled times
&otimes;
U+02297
circled division slash
&osol;
U+02298
circled dot operator
&odot;
U+02299
circled ring operator
&ocir;
U+0229A
circled asterisk operator
&oast;
U+0229B
circled equals
&#8860;
U+0229C
circled dash
&odash;
U+0229D
squared plus
&plusb;
U+0229E
squared minus
&minusb;
U+0229F
squared times
&timesb;
U+022A0
squared dot operator
&sdotb;
U+022A1
right tack
&vdash;
U+022A2
left tack
&dashv;
U+022A3
down tack
&top;
U+022A4
up tack
&perp;
U+022A5
assertion
&#8870;
U+022A6
models
&models;
U+022A7
true
&vDash;
U+022A8
forces
&Vdash;
U+022A9
triple vertical bar right turnstile
&Vvdash;
U+022AA
double vertical bar double right turnstile
&VDash;
U+022AB
does not prove
&nvdash;
U+022AC
not true
&nvDash;
U+022AD
does not force
&nVdash;
U+022AE
negated double vertical bar double right turnstile
&nVDash;
U+022AF
precedes under relation
&prurel;
U+022B0
succeeds under relation
&#8881;
U+022B1
normal subgroup of
&vltri;
U+022B2
contains as normal subgroup
&vrtri;
U+022B3
normal subgroup of or equal to
&ltrie;
U+022B4
contains as normal subgroup or equal to
&rtrie;
U+022B5
original of
&origof;
U+022B6
image of
&imof;
U+022B7
multimap
&mumap;
U+022B8
hermitian conjugate matrix
&hercon;
U+022B9
intercalate
&intcal;
U+022BA
xor
&veebar;
U+022BB
nand
&#8892;
U+022BC
nor
&barvee;
U+022BD
right angle with arc
&angrtvb;
U+022BE
right triangle
&lrtri;
U+022BF
n-ary logical and
&xwedge;
U+022C0
n-ary logical or
&xvee;
U+022C1
n-ary intersection
&xcap;
U+022C2
n-ary union
&xcup;
U+022C3
diamond operator
&diamond;
U+022C4
dot operator
&sdot;
U+022C5
star operator
&Star;
U+022C6
division times
&divonx;
U+022C7
bowtie
&bowtie;
U+022C8
left normal factor semidirect product
&ltimes;
U+022C9
right normal factor semidirect product
&rtimes;
U+022CA
left semidirect product
&lthree;
U+022CB
right semidirect product
&rthree;
U+022CC
reversed tilde equals
&bsime;
U+022CD
curly logical or
&cuvee;
U+022CE
curly logical and
&cuwed;
U+022CF
double subset
&Sub;
U+022D0
double superset
&Sup;
U+022D1
double intersection
&Cap;
U+022D2
double union
&Cup;
U+022D3
pitchfork
&fork;
U+022D4
equal and parallel to
&epar;
U+022D5
less-than with dot
&ltdot;
U+022D6
greater-than with dot
&gtdot;
U+022D7
very much less-than
&Ll;
U+022D8
very much greater-than
&Gg;
U+022D9
less-than equal to or greater-than
&leg;
U+022DA
greater-than equal to or less-than
&gel;
U+022DB
equal to or precedes
&cuepr;
U+022DE
equal to or succeeds
&cuesc;
U+022DF
does not precede or equal
&nprcue;
U+022E0
does not succeed or equal
&nsccue;
U+022E1
not square image of or equal to
&nsqsube;
U+022E2
not square original of or equal to
&nsqsupe;
U+022E3
square image of or not equal to
&#8932;
U+022E4
square original of or not equal to
&#8933;
U+022E5
less-than but not equivalent to
&lnsim;
U+022E6
greater-than but not equivalent to
&gnsim;
U+022E7
precedes but not equivalent to
&prnsim;
U+022E8
succeeds but not equivalent to
&scnsim;
U+022E9
not normal subgroup of
&nltri;
U+022EA
does not contain as normal subgroup
&nrtri;
U+022EB
not normal subgroup of or equal to
&nltrie;
U+022EC
does not contain as normal subgroup or equal
&nrtrie;
U+022ED
vertical ellipsis
&vellip;
U+022EE
midline horizontal ellipsis
&ctdot;
U+022EF
up right diagonal ellipsis
&utdot;
U+022F0
down right diagonal ellipsis
&dtdot;
U+022F1
element of with long horizontal stroke
&disin;
U+022F2
element of with vertical bar at end of horizontal stroke
&isinsv;
U+022F3
small element of with vertical bar at end of horizontal stroke
&isins;
U+022F4
element of with dot above
&isindot;
U+022F5
element of with overbar
&notinvc;
U+022F6
small element of with overbar
&notinvb;
U+022F7
element of with underbar
&#8952;
U+022F8
element of with two horizontal strokes
&isinE;
U+022F9
contains with long horizontal stroke
&nisd;
U+022FA
contains with vertical bar at end of horizontal stroke
&xnis;
U+022FB
small contains with vertical bar at end of horizontal stroke
&nis;
U+022FC
contains with overbar
&notnivc;
U+022FD
small contains with overbar
&notnivb;
U+022FE
z notation bag membership
&#8959;
U+022FF
superscript zero
&#8304;
U+02070
superscript latin small letter i
&#8305;
U+02071
superscript four
&#8308;
U+02074
superscript five
&#8309;
U+02075
superscript six
&#8310;
U+02076
superscript seven
&#8311;
U+02077
superscript eight
&#8312;
U+02078
superscript nine
&#8313;
U+02079
superscript plus sign
&#8314;
U+0207A
superscript minus
&#8315;
U+0207B
superscript equals sign
&#8316;
U+0207C
superscript left parenthesis
&#8317;
U+0207D
superscript right parenthesis
&#8318;
U+0207E
superscript latin small letter n
&#8319;
U+0207F
subscript zero
&#8320;
U+02080
subscript one
&#8321;
U+02081
subscript two
&#8322;
U+02082
subscript three
&#8323;
U+02083
subscript four
&#8324;
U+02084
subscript five
&#8325;
U+02085
subscript six
&#8326;
U+02086
subscript seven
&#8327;
U+02087
subscript eight
&#8328;
U+02088
subscript nine
&#8329;
U+02089
subscript plus sign
&#8330;
U+0208A
subscript minus
&#8331;
U+0208B
subscript equals sign
&#8332;
U+0208C
subscript left parenthesis
&#8333;
U+0208D
subscript right parenthesis
&#8334;
U+0208E
latin subscript small letter a
&#8336;
U+02090
latin subscript small letter e
&#8337;
U+02091
latin subscript small letter o
&#8338;
U+02092
latin subscript small letter x
&#8339;
U+02093
latin subscript small letter schwa
&#8340;
U+02094