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REC-MathML-19980407; revised 19990707

ISOTECH Characters alphabetically, with glyphs

General Technical
Extended by MathML with aliases

Name Unicode Glyph Description Entity group
acd E3A6 UE3A6 ac currentISOTECH
aleph 2135 U2135 /aleph aleph, HebrewISOTECH
And E374 UE374 double logical andISOTECH
and 2227 U2227 logical andISOTECH
andand E36E UE36E two logical andISOTECH
andd E394 UE394 and, horizontal dashISOTECH
andslope E50A UE50A sloping large andISOTECH
andv E391 UE391 and with middle stemISOTECH
angrt 221F U221F right (90 degree) angleISOTECH
angsph 2222 U2222 /sphericalangle angle-sphericalISOTECH
angst 212B U212B Angstrom capital A, ringISOTECH
ap 2248 U2248 approximateISOTECH
apacir E38C UE38C approximate, circumflex accentISOTECH
approx 2248 U2248 approximateMMALIAS ap
awconint 2233 U2233 contour integral, anti-clockwiseISOTECH
awint E39B UE39B anti clock-wise integrationISOTECH
becaus 2235 U2235 becauseISOTECH
Because 2235 U2235 becauseMMALIAS becaus
because 2235 U2235 becauseMMALIAS becaus
bernou 212C U212C Bernoulli function (script capital B)ISOTECH
blacksquare 25A0 U25A0 square, filledMMALIAS squarf
bne E388 UE388 reverse not equalISOTECH
bnequiv E387 UE387 reverse not equivalentISOTECH
bNot E3AD UE3AD reverse not with two horizontal strokesISOTECH
bnot 2310 U2310 reverse notISOTECH
bot 22A5 U22A5 bottomMMALIAS bottom
bottom 22A5 U22A5 bottomISOTECH
cap 2229 U2229 intersectionISOTECH
Cconint 2230 U2230 triple contour integral operatorISOTECH
circ 2218 U2218 composite function (small circle)MMALIAS compfn
cirfnint E395 UE395 circulation functionISOTECH
ClockwiseContourIntegral 2232 U2232 contour integral, clockwiseMMALIAS cwconint
compfn 2218 U2218 composite function (small circle)ISOTECH
cong 2245 U2245 congruent withISOTECH
Congruent 2261 U2261 identical withMMALIAS equiv
Conint 222F U222F double contour integral operatorISOTECH
conint 222E U222E contour integral operatorISOTECH
ContourIntegral 222E U222E contour integral operatorMMALIAS conint
CounterClockwiseContourIntegral 2233 U2233 contour integral, anti-clockwiseMMALIAS awconint
ctdot 22EF U22EF /cdots, three dots, centeredISOTECH
cup 222A U222A union or logical sumISOTECH
cwconint 2232 U2232 contour integral, clockwiseISOTECH
cwint 2231 U2231 clockwise integralISOTECH
cylcty 232D U232D cylindricityISOTECH
Del 2207 U2207 del, Hamilton operatorMMALIAS nabla
disin E3A0 UE3A0 set membership, long horizontal strokeISOTECH
Dot 0308 U0308 dieresis or umlaut markISOTECH
DotDot 20DC U20DC four dots aboveISOTECH
DoubleContourIntegral 222F U222F double contour integral operatorMMALIAS Conint
DoubleLeftArrow 21D0 U21D0 is implied byMMALIAS lArr
DoubleRightArrow 21D2 U21D2 impliesMMALIAS rArr
DoubleVerticalBar 2225 U2225 parallelMMALIAS par
DownTee 22A4 U22A4 topMMALIAS top
dsol E3A9 UE3A9 solidus, bar aboveISOTECH
dtdot 22F1 U22F1 /ddots, three dots, descendingISOTECH
dwangle E3AA UE3AA large downward pointing angleISOTECH
Element 2208 U2208 set membership, variantMMALIAS isinv
elinters E3A7 UE3A7 electrical intersectionISOTECH
epar 22D5 U22D5 parallel, equal; equal or parallelISOTECH
eparsl E384 UE384 parallel, slanted, equal; homothetically congruent toISOTECH
equiv 2261 U2261 identical withISOTECH
eqvparsl E386 UE386 equivalent, equal; congruent and parallelISOTECH
exist 2203 U2203 /exists at least one existsISOTECH
Exists 2203 U2203 /exists at least one existsMMALIAS exist
fltns E381 UE381 flatnessISOTECH
ForAll 2200 U2200 /forall for allMMALIAS forall
forall 2200 U2200 /forall for allISOTECH
fpartint E396 UE396 finite part integralISOTECH
ge 2265 U2265 greater-than-or-equalISOTECH
geq 2265 U2265 greater-than-or-equalMMALIAS ge
GreaterEqual 2265 U2265 greater-than-or-equalMMALIAS ge
hamilt 210B U210B Hamiltonian (script capital H)ISOTECH
iff E365 UE365 /iff if and only ifISOTECH
iiiint E378 UE378 quadruple integral operatorMMALIAS qint
iiint 222D U222D triple integral operatorMMALIAS tint
iinfin E372 UE372 infinity sign, incompleteISOTECH
imped E50B UE50B impedanceISOTECH
Implies 21D2 U21D2 impliesMMALIAS rArr
in 220A U220A set membershipMMALIAS isin
infin 221E U221E /infty infinityISOTECH
infintie E50C UE50C tie, infinityISOTECH
Int 222C U222C double integral operatorISOTECH
int 222B U222B integral operatorISOTECH
Integral 222B U222B integral operatorMMALIAS int
intlarhk E39A UE39A integral, left arrow with hookISOTECH
isin 220A U220A set membershipISOTECH
isindot E39C UE39C set membership, dot aboveISOTECH
isinE E39E UE39E set membership, two horizontal strokesISOTECH
isins E3A4 UE3A4 set membership, vertical bar on horizontal strokeISOTECH
isinsv E3A2 UE3A2 large set membership, vertical bar on horizontal strokeISOTECH
isinv 2208 U2208 set membership, variantISOTECH
lagran 2112 U2112 Lagrangian (script capital L)ISOTECH
Lang 300A U300A left angle bracket, doubleISOTECH
lang 3008 U3008 left angle bracketISOTECH
langle 3008 U3008 left angle bracketMMALIAS lang
lArr 21D0 U21D0 is implied byISOTECH
lbbrk 3014 U3014 left broken bracketISOTECH
le 2264 U2264 less-than-or-equalISOTECH
LeftAngleBracket 3008 U3008 left angle bracketMMALIAS lang
Leftarrow 21D0 U21D0 is implied byMMALIAS lArr
leq 2264 U2264 less-than-or-equalMMALIAS le
loang 3018 U3018 left open angular bracketISOTECH
lobrk 301A U301A left open bracketISOTECH
lopar E379 UE379 left open parenthesisISOTECH
lowast 2217 U2217 low asteriskISOTECH
minus 2212 U2212 minus signISOTECH
MinusPlus 2213 U2213 minus-or-plus signMMALIAS mnplus
mnplus 2213 U2213 minus-or-plus signISOTECH
mp 2213 U2213 minus-or-plus signMMALIAS mnplus
nabla 2207 U2207 del, Hamilton operatorISOTECH
ne 2260 U2260 not equalISOTECH
nedot E38A UE38A not equal, dotISOTECH
nhpar E38D UE38D not, horizontal, parallelISOTECH
ni 220D U220D containsISOTECH
nis E3A5 UE3A5 contains, vertical bar on horizontal strokeISOTECH
nisd E3A1 UE3A1 contains, long horizontal strokeISOTECH
niv 220B U220B contains, variantISOTECH
Not E3AC UE3AC not with two horizontal strokesISOTECH
NotElement 2209 U2209 negated set membershipMMALIAS notin
NotEqual 2260 U2260 not equalMMALIAS ne
notin 2209 U2209 negated set membershipISOTECH
notindot E39D UE39D negated set membership, dot aboveISOTECH
notinE E50D UE50D negated set membership, two horizontal strokesISOTECH
notinva E370 UE370 negated set membership, variantISOTECH
notinvb E37B UE37B negated set membership, variantISOTECH
notinvc E37C UE37C negated set membership, variantISOTECH
notni 220C U220C negated containsISOTECH
notniva 220C U220C negated contains, variantISOTECH
notnivb E37D UE37D contains, variantISOTECH
notnivc E37E UE37E contains, variantISOTECH
NotReverseElement 220C U220C negated contains, variantMMALIAS notniva
nparsl E389 UE389 not parallel, slantedISOTECH
npart E390 UE390 not partial differentialISOTECH
npolint E399 UE399 line integration, not including the poleISOTECH
nvinfin E38E UE38E not, vert, infinityISOTECH
oint 222E U222E contour integral operatorMMALIAS conint
olcross E3A8 UE3A8 circle, crossISOTECH
Or E375 UE375 double logical orISOTECH
or 2228 U2228 logical orISOTECH
ord E393 UE393 or, horizontal dashISOTECH
order 2134 U2134 order of (script small o)ISOTECH
oror E50E UE50E two logical orISOTECH
orslope E3AE UE3AE sloping large orISOTECH
orv E392 UE392 or with middle stemISOTECH
par 2225 U2225 parallelISOTECH
parallel 2225 U2225 parallelMMALIAS par
parsl E382 UE382 parallel, slantedISOTECH
part 2202 U2202 /partial partial differentialISOTECH
PartialD 2202 U2202 /partial partial differentialMMALIAS part
permil 2030 U2030 per thousandISOTECH
perp 22A5 U22A5 perpendicularISOTECH
pertenk 2031 U2031 per 10 thousandISOTECH
phmmat 2133 U2133 physics M-matrix (script capital M)ISOTECH
pointint E376 UE376 integral around a point operatorISOTECH
Prime 2033 U2033 double prime or secondISOTECH
prime 2032 U2032 /prime prime or minuteISOTECH
profalar 232E U232E all-around profileISOTECH
profline 2312 U2312 profile of a lineISOTECH
profsurf 2313 U2313 profile of a surfaceISOTECH
prop 221D U221D is proportional toISOTECH
Proportional 221D U221D is proportional toMMALIAS prop
propto 221D U221D is proportional toMMALIAS prop
qint E378 UE378 quadruple integral operatorISOTECH
qprime E371 UE371 quadruple primeISOTECH
quatint E377 UE377 quaternion integral operatorISOTECH
radic 221A U221A /surd radicalISOTECH
Rang 300B U300B right angle bracket, doubleISOTECH
rang 3009 U3009 right angle bracketISOTECH
rangle 3009 U3009 right angle bracketMMALIAS rang
rArr 21D2 U21D2 impliesISOTECH
rbbrk 3015 U3015 right broken bracketISOTECH
ReverseElement 220B U220B contains, variantMMALIAS niv
RightAngleBracket 3009 U3009 right angle bracketMMALIAS rang
Rightarrow 21D2 U21D2 impliesMMALIAS rArr
roang 3019 U3019 right open angular bracketISOTECH
robrk 301B U301B right open bracketISOTECH
ropar E37A UE37A right open parenthesisISOTECH
rppolint E397 UE397 line integration, rectangular path around poleISOTECH
scpolint E398 UE398 line integration, semi-circular path around poleISOTECH
sim 223C U223C similarISOTECH
simdot E38B UE38B similar, dotISOTECH
sime 2243 U2243 similar, equalsISOTECH
simeq 2243 U2243 similar, equalsMMALIAS sime
SmallCircle 2218 U2218 composite function (small circle)MMALIAS compfn
smeparsl E385 UE385 similar, parallel, slanted, equalISOTECH
Sqrt 221A U221A /surd radicalMMALIAS radic
square 25A1 U25A1 squareISOTECH
squarf 25A0 U25A0 square, filledISOTECH
strns E380 UE380 straightnessISOTECH
sub 2282 U2282 subset or is implied byISOTECH
sube 2286 U2286 subset, equalsISOTECH
Subset 2282 U2282 subset or is implied byMMALIAS sub
subset 2282 U2282 subset or is implied byMMALIAS sub
subseteq 2286 U2286 subset, equalsMMALIAS sube
SubsetEqual 2286 U2286 subset, equalsMMALIAS sube
SuchThat 220D U220D containsMMALIAS ni
sup 2283 U2283 superset or impliesISOTECH
supe 2287 U2287 superset, equalsISOTECH
Superset 2283 U2283 superset or impliesMMALIAS sup
SupersetEqual 2287 U2287 superset, equalsMMALIAS supe
supset 2283 U2283 superset or impliesMMALIAS sup
supseteq 2287 U2287 superset, equalsMMALIAS supe
tdot 20DB U20DB three dots aboveISOTECH
there4 2234 U2234 thereforeISOTECH
Therefore 2234 U2234 thereforeMMALIAS there4
therefore 2234 U2234 thereforeMMALIAS there4
Tilde 223C U223C similarMMALIAS sim
TildeEqual 2243 U2243 similar, equalsMMALIAS sime
TildeFullEqual 2245 U2245 congruent withMMALIAS cong
TildeTilde 2248 U2248 approximateMMALIAS ap
tint 222D U222D triple integral operatorISOTECH
top 22A4 U22A4 topISOTECH
topbot 2336 U2336 top and bottomISOTECH
topcir E383 UE383 top, circle belowISOTECH
tprime 2034 U2034 triple primeISOTECH
TripleDot 20DB U20DB three dots aboveMMALIAS tdot
UpTee 22A5 U22A5 perpendicularMMALIAS perp
utdot 22F0 U22F0 three dots, ascendingISOTECH
uwangle E3AB UE3AB large upward pointing angleISOTECH
vangrt 22BE U22BE right angle, variant (with arc)ISOTECH
vee 2228 U2228 logical orMMALIAS or
veeeq 225A U225A logical or, equalsISOTECH
Verbar 2016 U2016 double vertical barISOTECH
Vert 2016 U2016 double vertical barMMALIAS Verbar
wedge 2227 U2227 logical andMMALIAS and
wedgeq 2259 U2259 corresponds to (wedge, equals)ISOTECH
xnis E3A3 UE3A3 large contains, vertical bar on horizontal strokeISOTECH