Unicode Math Table

Chencheng Zhang
May 10, 2025

Table of symbols and synonyms
- Synonyms
- Symbol
  - 标点
  - 括号
  - 箭头
  - 常见运算
  - 制表, 跨行
  - 几何图形
  - 工程绘图
  - 常见运算增广
  - 拉丁字母
  - 特殊数学字体
  - 希腊字母
  - 数字
  - 角标
  - 星座
  - 分数

Table of symbols and synonyms

Synonyms

Synonym	Name	Symbol
all	forall	∀
->	rightarrow	→
-/>	nrightarrow	↛
–>	longrightarrow	⟶
=>	Rightarrow	⇒
=/>	nRightarrow	⇏
==>	Longrightarrow	⟹
o	vysmwhtcircle	∘
x	times	×
and	wedge	∧
or	vee	∨
<-	leftarrow	←
</-	nleftarrow	↚
<–	longleftarrow	⟵
<=	Leftarrow	⇐
</=	nLeftarrow	⇍
<==	Longleftarrow	⟸
<->	leftrightarrow	↔
<–>	longleftrightarrow	⟷
<=>	Leftrightarrow	⇔
<==>	Longleftrightarrow	⟺
::	Colon	∷
==	equiv	≡
===	Equiv	≣
=/=	nequiv	≢
/=	neq	≠
~==	cong	≅
~/==	ncong	≇
~=	simeq	≃
=~	eqsim	≂
~/=	nsime	≄
\|\|	Vert	‖
\|->	mapsto	↦
`	prime	′
=	geq	≥
<=	leq	≤
christmastree	fir	🎄
diamond	diamondsuit	♢
bigcirc	lgwhtcircle	◯
bullet	vysmblkcircle	∙
circ	vysmwhtcircle	∘
to	rightarrow	→
gets	leftarrow	←
implies	Longrightarrow	⟹
iff	Longleftrightarrow	⟺
land	wedge	∧
lor	vee	∨
emptyset	varnothing	∅
Alpha	upAlpha	Α
Beta	upBeta	Β
Gamma	upGamma	Γ
Delta	upDelta	Δ
Epsilon	upEpsilon	Ε
Zeta	upZeta	Ζ
Eta	upEta	Η
Theta	upTheta	Θ
Iota	upIota	Ι
Kappa	upKappa	Κ
Lambda	upLambda	Λ
Mu	upMu	Μ
Nu	upNu	Ν
Xi	upXi	Ξ
Omicron	upOmicron	Ο
Pi	upPi	Π
Rho	upRho	Ρ
Sigma	upSigma	Σ
Tau	upTau	Τ
Upsilon	upUpsilon	Υ
Phi	upPhi	Φ
Chi	upChi	Χ
Psi	upPsi	Ψ
Omega	upOmega	Ω
alpha	upalpha	α
beta	upbeta	β
gamma	upgamma	γ
delta	updelta	δ
epsilon	upepsilon	ε
zeta	upzeta	ζ
eta	upeta	η
theta	uptheta	θ
iota	upiota	ι
kappa	upkappa	κ
lambda	uplambda	λ
mu	upmu	μ
nu	upnu	ν
xi	upxi	ξ
omicron	upomicron	ο
pi	uppi	π
rho	uprho	ρ
varsigma	upvarsigma	ς
sigma	upsigma	σ
tau	uptau	τ
upsilon	upupsilon	υ
varphi	upvarphi	φ
chi	upchi	χ
psi	uppsi	ψ
omega	upomega	ω
varbeta	upvarbeta	ϐ
vartheta	upvartheta	ϑ
phi	upphi	ϕ
varpi	upvarpi	ϖ
oldKoppa	upoldKoppa	Ϙ
oldkoppa	upoldkoppa	ϙ
Stigma	upStigma	Ϛ
stigma	upstigma	ϛ
Digamma	upDigamma	Ϝ
digamma	updigamma	ϝ
Koppa	upKoppa	Ϟ
koppa	upkoppa	ϟ
Sampi	upSampi	Ϡ
sampi	upsampi	ϡ
varkappa	upvarkappa	ϰ
varrho	upvarrho	ϱ
varTheta	upvarTheta	ϴ
varepsilon	upvarepsilon	ϵ
backepsilon	upbackepsilon	϶
1/2	fraction_1_2	½
1/4	fraction_1_4	¼
3/4	fraction_3_4	¾
1/7	fraction_1_7	⅐
1/9	fraction_1_9	⅑
1/10	fraction_1_10	⅒
1/3	fraction_1_3	⅓
2/3	fraction_2_3	⅔
1/5	fraction_1_5	⅕
2/5	fraction_2_5	⅖
3/5	fraction_3_5	⅗
4/5	fraction_4_5	⅘
1/6	fraction_1_6	⅙
5/6	fraction_5_6	⅚
1/8	fraction_1_8	⅛
3/8	fraction_3_8	⅜
5/8	fraction_5_8	⅝
7/8	fraction_7_8	⅞
1/	fraction_1_	⅟

Symbol

标点

Name	Symbol
exclam	!
octothorpe	#
mathdollar	$
percent	%
ampersand	&
plus	+
comma	,
period	.
mathslash	/
mathcolon	:
semicolon	;
less	<
equal	=
greater	>
question	?
atsign	@
sterling	£
yen	¥
neg	¬
pm	±
cdotp	·
times	×
matheth	ð
div	÷
Zbar	Ƶ
grave	̀
acute	́
hat	̂
tilde	̃
bar	̄
overbar	̅
breve	̆
dot	̇
ddot	̈
ovhook	̉
ocirc	̊
check	✓
candra	̐
oturnedcomma	̒
ocommatopright	̕
droang	̚
wideutilde	̰
underbar	̱
not	̸
–	—
hzigzag	〰
check	✓
Check	✔
ballotx	✗
Ballotx	✘
neq	≠
degree	°
mdsmblkcircle	⦁
typecolon	⦂
horizbar	―
Vert	‖
twolowline	‗
dagger	†
ddagger	‡
smblkcircle	•
enleadertwodots	‥
unicodeellipsis	…
prime	′
dprime	″
trprime	‴
backprime	‵
backdprime	‶
backtrprime	‷
caretinsert	‸
Exclam	‼
tieconcat	⁀
hyphenbullet	⁃
fracslash	⁄
Question	⁇
closure	⁐
qprime	⁗
euro	€
leftharpoonaccent	⃐
rightharpoonaccent	⃑
vertoverlay	⃒
overleftarrow	⃖
vec	⃗
dddot	⃛
ddddot	⃜
enclosecircle	⃝
enclosesquare	⃞
enclosediamond	⃟
overleftrightarrow	⃡
enclosetriangle	⃤
annuity	⃧
threeunderdot	⃨
widebridgeabove	⃩
asteraccent	⃰

括号

Name	Symbol
lBrack	⟦
rBrack	⟧
langle	⟨
rangle	⟩
lAngle	⟪
rAngle	⟫
Lbrbrak	〘
Rbrbrak	〙
lgroup	⟮
rgroup	⟯
Vvert	⦀
lBrace	⦃
rBrace	⦄
lParen	⦅
rParen	⦆
llparenthesis	⦇
rrparenthesis	⦈
llangle	⦉
rrangle	⦊
lbrackubar	⦋
rbrackubar	⦌
lbrackultick	⦍
rbracklrtick	⦎
lbracklltick	⦏
rbrackurtick	⦐
langledot	⦑
rangledot	⦒
lparenless	⦓
rparengtr	⦔
Lparengtr	⦕
Rparenless	⦖
lblkbrbrak	⦗
rblkbrbrak	⦘
fourvdots	⦙
vzigzag	⦚
lbrbrak	〔
rbrbrak	〕
Lbrbrak	〘
Rbrbrak	〙
lbrack	[
backslash	\
rbrack	]
lbrace	{
vert	\|
rbrace	}
lparen	(
rparen	)

箭头

Name	Symbol
leftarrow	←
uparrow	↑
rightarrow	→
downarrow	↓
leftrightarrow	↔
updownarrow	↕
nwarrow	↖
nearrow	↗
searrow	↘
swarrow	↙
nleftarrow	↚
nrightarrow	↛
leftwavearrow	↜
rightwavearrow	↝
twoheadleftarrow	↞
twoheaduparrow	↟
twoheadrightarrow	↠
twoheaddownarrow	↡
leftarrowtail	↢
rightarrowtail	↣
mapsfrom	↤
mapsup	↥
mapsto	↦
mapsdown	↧
updownarrowbar	↨
hookleftarrow	↩
hookrightarrow	↪
looparrowleft	↫
looparrowright	↬
leftrightsquigarrow	↭
nleftrightarrow	↮
downzigzagarrow	↯
Lsh	↰
Rsh	↱
Ldsh	↲
Rdsh	↳
linefeed	↴
carriagereturn	↵
curvearrowleft	↶
curvearrowright	↷
barovernorthwestarrow	↸
barleftarrowrightarrowbar	↹
acwopencirclearrow	↺
cwopencirclearrow	↻
leftharpoonup	↼
leftharpoondown	↽
upharpoonright	↾
upharpoonleft	↿
rightharpoonup	⇀
rightharpoondown	⇁
downharpoonright	⇂
downharpoonleft	⇃
rightleftarrows	⇄
updownarrows	⇅
leftrightarrows	⇆
leftleftarrows	⇇
upuparrows	⇈
rightrightarrows	⇉
downdownarrows	⇊
leftrightharpoons	⇋
rightleftharpoons	⇌
nLeftarrow	⇍
nLeftrightarrow	⇎
nRightarrow	⇏
Leftarrow	⇐
Uparrow	⇑
Rightarrow	⇒
Downarrow	⇓
Leftrightarrow	⇔
Updownarrow	⇕
Nwarrow	⇖
Nearrow	⇗
Searrow	⇘
Swarrow	⇙
Lleftarrow	⇚
Rrightarrow	⇛
leftsquigarrow	⇜
rightsquigarrow	⇝
nHuparrow	⇞
nHdownarrow	⇟
leftdasharrow	⇠
updasharrow	⇡
rightdasharrow	⇢
downdasharrow	⇣
barleftarrow	⇤
rightarrowbar	⇥
leftwhitearrow	⇦
upwhitearrow	⇧
rightwhitearrow	⇨
downwhitearrow	⇩
whitearrowupfrombar	⇪
circleonrightarrow	⇴
downuparrows	⇵
rightthreearrows	⇶
nvleftarrow	⇷
nvrightarrow	⇸
nvleftrightarrow	⇹
nVleftarrow	⇺
nVrightarrow	⇻
nVleftrightarrow	⇼
leftarrowtriangle	⇽
rightarrowtriangle	⇾
leftrightarrowtriangle	⇿
circleonleftarrow	⬰
leftthreearrows	⬱
leftarrowonoplus	⬲
longleftsquigarrow	⬳
nvtwoheadleftarrow	⬴
nVtwoheadleftarrow	⬵
twoheadmapsfrom	⬶
twoheadleftdbkarrow	⬷
leftdotarrow	⬸
nvleftarrowtail	⬹
nVleftarrowtail	⬺
twoheadleftarrowtail	⬻
nvtwoheadleftarrowtail	⬼
nVtwoheadleftarrowtail	⬽
leftarrowx	⬾
leftcurvedarrow	⬿
equalleftarrow	⭀
bsimilarleftarrow	⭁
leftarrowbackapprox	⭂
rightarrowgtr	⭃
rightarrowsupset	⭄
LLeftarrow	⭅
RRightarrow	⭆
bsimilarrightarrow	⭇
rightarrowbackapprox	⭈
similarleftarrow	⭉
leftarrowapprox	⭊
leftarrowbsimilar	⭋
rightarrowbsimilar	⭌
UUparrow	⟰
DDownarrow	⟱
acwgapcirclearrow	⟲
cwgapcirclearrow	⟳
rightarrowonoplus	⟴
longleftarrow	⟵
longrightarrow	⟶
longleftrightarrow	⟷
Longleftarrow	⟸
Longrightarrow	⟹
Longleftrightarrow	⟺
longmapsfrom	⟻
longmapsto	⟼
Longmapsfrom	⟽
Longmapsto	⟾
longrightsquigarrow	⟿
nvtwoheadrightarrow	⤀
nVtwoheadrightarrow	⤁
nvLeftarrow	⤂
nvRightarrow	⤃
nvLeftrightarrow	⤄
twoheadmapsto	⤅
Mapsfrom	⤆
Mapsto	⤇
downarrowbarred	⤈
uparrowbarred	⤉
Uuparrow	⤊
Ddownarrow	⤋
leftbkarrow	⤌
rightbkarrow	⤍
leftdbkarrow	⤎
dbkarow	⤏
drbkarow	⤐
rightdotarrow	⤑
baruparrow	⤒
downarrowbar	⤓
nvrightarrowtail	⤔
nVrightarrowtail	⤕
twoheadrightarrowtail	⤖
nvtwoheadrightarrowtail	⤗
nVtwoheadrightarrowtail	⤘
lefttail	⤙
righttail	⤚
leftdbltail	⤛
rightdbltail	⤜
diamondleftarrow	⤝
rightarrowdiamond	⤞
diamondleftarrowbar	⤟
barrightarrowdiamond	⤠
nwsearrow	⤡
neswarrow	⤢
hknwarrow	⤣
hknearrow	⤤
hksearow	⤥
hkswarow	⤦
tona	⤧
toea	⤨
tosa	⤩
towa	⤪
rdiagovfdiag	⤫
fdiagovrdiag	⤬
seovnearrow	⤭
neovsearrow	⤮
fdiagovnearrow	⤯
rdiagovsearrow	⤰
neovnwarrow	⤱
nwovnearrow	⤲
rightcurvedarrow	⤳
uprightcurvearrow	⤴
downrightcurvedarrow	⤵
leftdowncurvedarrow	⤶
rightdowncurvedarrow	⤷
cwrightarcarrow	⤸
acwleftarcarrow	⤹
acwoverarcarrow	⤺
acwunderarcarrow	⤻
curvearrowrightminus	⤼
curvearrowleftplus	⤽
cwundercurvearrow	⤾
ccwundercurvearrow	⤿
acwcirclearrow	⥀
cwcirclearrow	⥁
rightarrowshortleftarrow	⥂
leftarrowshortrightarrow	⥃
shortrightarrowleftarrow	⥄
rightarrowplus	⥅
leftarrowplus	⥆
rightarrowx	⥇
leftrightarrowcircle	⥈
twoheaduparrowcircle	⥉
leftrightharpoonupdown	⥊
leftrightharpoondownup	⥋
updownharpoonrightleft	⥌
updownharpoonleftright	⥍
leftrightharpoonupup	⥎
updownharpoonrightright	⥏
leftrightharpoondowndown	⥐
updownharpoonleftleft	⥑
barleftharpoonup	⥒
rightharpoonupbar	⥓
barupharpoonright	⥔
downharpoonrightbar	⥕
barleftharpoondown	⥖
rightharpoondownbar	⥗
barupharpoonleft	⥘
downharpoonleftbar	⥙
leftharpoonupbar	⥚
barrightharpoonup	⥛
upharpoonrightbar	⥜
bardownharpoonright	⥝
leftharpoondownbar	⥞
barrightharpoondown	⥟
upharpoonleftbar	⥠
bardownharpoonleft	⥡
leftharpoonsupdown	⥢
upharpoonsleftright	⥣
rightharpoonsupdown	⥤
downharpoonsleftright	⥥
leftrightharpoonsup	⥦
leftrightharpoonsdown	⥧
rightleftharpoonsup	⥨
rightleftharpoonsdown	⥩
leftharpoonupdash	⥪
dashleftharpoondown	⥫
rightharpoonupdash	⥬
dashrightharpoondown	⥭
updownharpoonsleftright	⥮
downupharpoonsleftright	⥯
rightimply	⥰
equalrightarrow	⥱
similarrightarrow	⥲
leftarrowsimilar	⥳
rightarrowsimilar	⥴
rightarrowapprox	⥵
ltlarr	⥶
leftarrowless	⥷
gtrarr	⥸
subrarr	⥹
leftarrowsubset	⥺
suplarr	⥻
leftfishtail	⥼
rightfishtail	⥽
upfishtail	⥾
downfishtail	⥿
underrightharpoondown	⃬
underleftharpoondown	⃭
underleftarrow	⃮
underrightarrow	⃯

常见运算

Name	Symbol
forall	∀
complement	∁
partial	∂
exists	∃
nexists	∄
varnothing	∅
increment	∆
nabla	∇
in	∈
notin	∉
smallin	∊
ni	∋
nni	∌
smallni	∍
QED	∎
prod	∏
coprod	∐
sum	∑
minus	−
mp	∓
dotplus	∔
divslash	∕
smallsetminus	∖
ast	∗
vysmwhtcircle	∘
vysmblkcircle	∙
sqrt	√
cuberoot	∛
fourthroot	∜
propto	∝
infty	∞
rightangle	∟
angle	∠
measuredangle	∡
sphericalangle	∢
mid	∣
nmid	∤
parallel	∥
nparallel	∦
wedge	∧
vee	∨
cap	∩
cup	∪
int	∫
iint	∬
iiint	∭
oint	∮
oiint	∯
oiiint	∰
intclockwise	∱
varointclockwise	∲
ointctrclockwise	∳
therefore	∴
because	∵
mathratio	∶
Colon	∷
dotminus	∸
dashcolon	∹
dotsminusdots	∺
kernelcontraction	∻
sim	∼
backsim	∽
invlazys	∾
sinewave	∿
wr	≀
nsim	≁
eqsim	≂
simeq	≃
nsime	≄
cong	≅
simneqq	≆
ncong	≇
approx	≈
napprox	≉
approxeq	≊
approxident	≋
backcong	≌
asymp	≍
Bumpeq	≎
bumpeq	≏
doteq	≐
Doteq	≑
fallingdotseq	≒
risingdotseq	≓
coloneq	≔
eqcolon	≕
eqcirc	≖
circeq	≗
arceq	≘
wedgeq	≙
veeeq	≚
stareq	≛
triangleq	≜
eqdef	≝
measeq	≞
questeq	≟
ne	≠
equiv	≡
nequiv	≢
Equiv	≣
leq	≤
geq	≥
leqq	≦
geqq	≧
lneqq	≨
gneqq	≩
ll	≪
gg	≫
between	≬
nasymp	≭
nless	≮
ngtr	≯
nleq	≰
ngeq	≱
lesssim	≲
gtrsim	≳
nlesssim	≴
ngtrsim	≵
lessgtr	≶
gtrless	≷
nlessgtr	≸
ngtrless	≹
prec	≺
succ	≻
preccurlyeq	≼
succcurlyeq	≽
precsim	≾
succsim	≿
nprec	⊀
nsucc	⊁
subset	⊂
supset	⊃
nsubset	⊄
nsupset	⊅
subseteq	⊆
supseteq	⊇
nsubseteq	⊈
nsupseteq	⊉
subsetneq	⊊
supsetneq	⊋
cupleftarrow	⊌
cupdot	⊍
uplus	⊎
sqsubset	⊏
sqsupset	⊐
sqsubseteq	⊑
sqsupseteq	⊒
sqcap	⊓
sqcup	⊔
oplus	⊕
ominus	⊖
otimes	⊗
oslash	⊘
odot	⊙
circledcirc	⊚
circledast	⊛
circledequal	⊜
circleddash	⊝
boxplus	⊞
boxminus	⊟
boxtimes	⊠
boxdot	⊡
vdash	⊢
dashv	⊣
top	⊤
bot	⊥
assert	⊦
models	⊧
vDash	⊨
Vdash	⊩
Vvdash	⊪
VDash	⊫
nvdash	⊬
nvDash	⊭
nVdash	⊮
nVDash	⊯
prurel	⊰
scurel	⊱
vartriangleleft	⊲
vartriangleright	⊳
trianglelefteq	⊴
trianglerighteq	⊵
origof	⊶
imageof	⊷
multimap	⊸
hermitmatrix	⊹
intercal	⊺
veebar	⊻
barwedge	⊼
barvee	⊽
measuredrightangle	⊾
varlrtriangle	⊿
bigwedge	⋀
bigvee	⋁
bigcap	⋂
bigcup	⋃
smwhtdiamond	⋄
cdot	⋅
star	⋆
divideontimes	⋇
bowtie	⋈
ltimes	⋉
rtimes	⋊
leftthreetimes	⋋
rightthreetimes	⋌
backsimeq	⋍
curlyvee	⋎
curlywedge	⋏
Subset	⋐
Supset	⋑
Cap	⋒
Cup	⋓
pitchfork	⋔
equalparallel	⋕
lessdot	⋖
gtrdot	⋗
lll	⋘
ggg	⋙
lesseqgtr	⋚
gtreqless	⋛
eqless	⋜
eqgtr	⋝
curlyeqprec	⋞
curlyeqsucc	⋟
npreccurlyeq	⋠
nsucccurlyeq	⋡
nsqsubseteq	⋢
nsqsupseteq	⋣
sqsubsetneq	⋤
sqsupsetneq	⋥
lnsim	⋦
gnsim	⋧
precnsim	⋨
succnsim	⋩
nvartriangleleft	⋪
nvartriangleright	⋫
ntrianglelefteq	⋬
ntrianglerighteq	⋭
vdots	⋮
unicodecdots	⋯
adots	⋰
ddots	⋱
disin	⋲
varisins	⋳
isins	⋴
isindot	⋵
varisinobar	⋶
isinobar	⋷
isinvb	⋸
isinE	⋹
nisd	⋺
varnis	⋻
nis	⋼
varniobar	⋽
niobar	⋾
bagmember	⋿
diameter	⌀
house	⌂
varbarwedge	⌅
vardoublebarwedge	⌆
lceil	⌈
rceil	⌉
lfloor	⌊
rfloor	⌋
invnot	⌐
sqlozenge	⌑
profline	⌒
profsurf	⌓
viewdata	⌗
turnednot	⌙
ulcorner	⌜
urcorner	⌝
llcorner	⌞
lrcorner	⌟
inttop	⌠
intbottom	⌡
frown	⌢
smile	⌣
varhexagonlrbonds	⌬
conictaper	⌲
topbot	⌶
obar	⌽
APLnotslash	⌿
APLnotbackslash	⍀
APLboxupcaret	⍓
APLboxquestion	⍰
rangledownzigzagarrow	⍼
hexagon	⎔

制表, 跨行

Name	Symbol
lparenuend	⎛
lparenextender	⎜
lparenlend	⎝
rparenuend	⎞
rparenextender	⎟
rparenlend	⎠
lbrackuend	⎡
lbrackextender	⎢
lbracklend	⎣
rbrackuend	⎤
rbrackextender	⎥
rbracklend	⎦
lbraceuend	⎧
lbracemid	⎨
lbracelend	⎩
vbraceextender	⎪
rbraceuend	⎫
rbracemid	⎬
rbracelend	⎭
intextender	⎮
harrowextender	⎯
lmoustache	⎰
rmoustache	⎱
sumtop	⎲
sumbottom	⎳
overbracket	⎴
underbracket	⎵
bbrktbrk	⎶
sqrtbottom	⎷
lvboxline	⎸
rvboxline	⎹
varcarriagereturn	⏎
overparen	⏜
underparen	⏝
overbrace	⏞
underbrace	⏟
obrbrak	⏠
ubrbrak	⏡
trapezium	⏢
benzenr	⏣
strns	⏤
fltns	⏥
accurrent	⏦
elinters	⏧
blanksymbol	␢
mathvisiblespace	␣
bdtriplevdash	┆

几何图形

Name	Symbol
blockuphalf	▀
blocklowhalf	▄
blockfull	█
blocklefthalf	▌
blockrighthalf	▐
blockqtrshaded	░
blockhalfshaded	▒
blockthreeqtrshaded	▓
mdlgblksquare	■
mdlgwhtsquare	□
squoval	▢
blackinwhitesquare	▣
squarehfill	▤
squarevfill	▥
squarehvfill	▦
squarenwsefill	▧
squareneswfill	▨
squarecrossfill	▩
smblksquare	▪
smwhtsquare	▫
hrectangleblack	▬
hrectangle	▭
vrectangleblack	▮
vrectangle	▯
parallelogramblack	▰
parallelogram	▱
squareleftblack	◧
squarerightblack	◨
squareulblack	◩
squarelrblack	◪
whitesquaretickleft	⟤
whitesquaretickright	⟥
squaretopblack	⬒
squarebotblack	⬓
squareurblack	⬔
squarellblack	⬕
diamondleftblack	⬖
diamondrightblack	⬗
diamondtopblack	⬘
diamondbotblack	⬙
dottedsquare	⬚
lgblksquare	⬛
lgwhtsquare	⬜
vysmblksquare	⬝
vysmwhtsquare	⬞
boxbar	◫
squareulquad	◰
squarellquad	◱
squarelrquad	◲
squareurquad	◳
mdwhtsquare	◻
mdblksquare	◼
mdsmwhtsquare	◽
mdsmblksquare	◾
bigblacktriangleup	▲
bigtriangleup	△
blacktriangle	▴
vartriangle	▵
blacktriangleright	▶
triangleright	▷
smallblacktriangleright	▸
smalltriangleright	▹
blackpointerright	►
whitepointerright	▻
bigblacktriangledown	▼
bigtriangledown	▽
blacktriangledown	▾
triangledown	▿
blacktriangleleft	◀
triangleleft	◁
smallblacktriangleleft	◂
smalltriangleleft	◃
blackpointerleft	◄
whitepointerleft	◅
mdlgblkdiamond	◆
mdlgwhtdiamond	◇
blackinwhitediamond	◈
fisheye	◉
mdlgwhtlozenge	◊
mdlgwhtcircle	○
dottedcircle	◌
circlevertfill	◍
bullseye	◎
mdlgblkcircle	●
circlelefthalfblack	◐
circlerighthalfblack	◑
circlebottomhalfblack	◒
circletophalfblack	◓
circleurquadblack	◔
blackcircleulquadwhite	◕
blacklefthalfcircle	◖
blackrighthalfcircle	◗
inversebullet	◘
inversewhitecircle	◙
invwhiteupperhalfcircle	◚
invwhitelowerhalfcircle	◛
ularc	◜
urarc	◝
lrarc	◞
llarc	◟
topsemicircle	◠
botsemicircle	◡
lrblacktriangle	◢
llblacktriangle	◣
ulblacktriangle	◤
urblacktriangle	◥
smwhtcircle	◦
trianglecdot	◬
triangleleftblack	◭
trianglerightblack	◮
lgwhtcircle	◯
circleulquad	◴
circlellquad	◵
circlelrquad	◶
circleurquad	◷
ultriangle	◸
urtriangle	◹
lltriangle	◺
lrtriangle	◿
bigstar	★
bigwhitestar	☆
astrosun	☉
danger	☡
blacksmiley	☻
sun	☼
rightmoon	☽
leftmoon	☾
female	♀
male	♂
spadesuit	♠
heartsuit	♡
diamondsuit	♢
clubsuit	♣
varspadesuit	♤
varheartsuit	♥
vardiamondsuit	♦
varclubsuit	♧
quarternote	♩
eighthnote	♪
twonotes	♫
flat	♭
natural	♮
sharp	♯
acidfree	♾
circledrightdot	⚆
circledtwodots	⚇
blackcircledrightdot	⚈
blackcircledtwodots	⚉
Hermaphrodite	⚥
mdwhtcircle	⚪
mdblkcircle	⚫
mdsmwhtcircle	⚬
neuter	⚲
checkmark	✓
maltese	✠
circledstar	✪
varstar	✶
dingasterisk	✽
lbrbrak	〔
rbrbrak	〕
draftingarrow	➛
threedangle	⟀
whiteinwhitetriangle	⟁
perp	⟂
subsetcirc	⟃
supsetcirc	⟄
lbag	⟅
rbag	⟆
veedot	⟇
bsolhsub	⟈
suphsol	⟉
longdivision	⟌
diamondcdot	⟐
wedgedot	⟑
upin	⟒
pullback	⟓
pushout	⟔
leftouterjoin	⟕
rightouterjoin	⟖
fullouterjoin	⟗
bigbot	⟘
bigtop	⟙
DashVDash	⟚
dashVdash	⟛
multimapinv	⟜
vlongdash	⟝
longdashv	⟞
cirbot	⟟
lozengeminus	⟠
concavediamond	⟡
concavediamondtickleft	⟢
concavediamondtickright	⟣
pentagonblack	⬟
pentagon	⬠
varhexagon	⬡
varhexagonblack	⬢
hexagonblack	⬣
lgblkcircle	⬤
mdblkdiamond	⬥
mdwhtdiamond	⬦
mdblklozenge	⬧
mdwhtlozenge	⬨
smblkdiamond	⬩
smblklozenge	⬪
smwhtlozenge	⬫
blkhorzoval	⬬
whthorzoval	⬭
blkvertoval	⬮
whtvertoval	⬯
medwhitestar	⭐
medblackstar	⭑
smwhitestar	⭒
rightpentagonblack	⭓
rightpentagon	⭔
postalmark	〒

工程绘图

Name	Symbol
measuredangleleft	⦛
rightanglesqr	⦜
rightanglemdot	⦝
angles	⦞
angdnr	⦟
gtlpar	⦠
sphericalangleup	⦡
turnangle	⦢
revangle	⦣
angleubar	⦤
revangleubar	⦥
wideangledown	⦦
wideangleup	⦧
measanglerutone	⦨
measanglelutonw	⦩
measanglerdtose	⦪
measangleldtosw	⦫
measangleurtone	⦬
measangleultonw	⦭
measangledrtose	⦮
measangledltosw	⦯
revemptyset	⦰
emptysetobar	⦱
emptysetocirc	⦲
emptysetoarr	⦳
emptysetoarrl	⦴
circlehbar	⦵
circledvert	⦶
circledparallel	⦷
obslash	⦸
operp	⦹
obot	⦺
olcross	⦻
odotslashdot	⦼
uparrowoncircle	⦽
circledwhitebullet	⦾
circledbullet	⦿
olessthan	⧀
ogreaterthan	⧁
cirscir	⧂
cirE	⧃
boxdiag	⧄
boxbslash	⧅
boxast	⧆
boxcircle	⧇
boxbox	⧈
boxonbox	⧉
triangleodot	⧊
triangleubar	⧋
triangles	⧌
triangleserifs	⧍
rtriltri	⧎
ltrivb	⧏
vbrtri	⧐
lfbowtie	⧑
rfbowtie	⧒
fbowtie	⧓
lftimes	⧔
rftimes	⧕
hourglass	⧖
blackhourglass	⧗
lvzigzag	⧘
rvzigzag	⧙
Lvzigzag	⧚
Rvzigzag	⧛
iinfin	⧜
tieinfty	⧝
nvinfty	⧞
dualmap	⧟
laplac	⧠
lrtriangleeq	⧡
shuffle	⧢
eparsl	⧣
smeparsl	⧤
eqvparsl	⧥
gleichstark	⧦
thermod	⧧
downtriangleleftblack	⧨
downtrianglerightblack	⧩
blackdiamonddownarrow	⧪
mdlgblklozenge	⧫
circledownarrow	⧬
blackcircledownarrow	⧭
errbarsquare	⧮
errbarblacksquare	⧯
errbardiamond	⧰
errbarblackdiamond	⧱
errbarcircle	⧲
errbarblackcircle	⧳
ruledelayed	⧴
setminus	⧵
dsol	⧶
rsolbar	⧷
xsol	⧸
xbsol	⧹
doubleplus	⧺
tripleplus	⧻
lcurvyangle	⧼
rcurvyangle	⧽

常见运算增广

Name	Symbol
tplus	⧾
tminus	⧿
bigodot	⨀
bigoplus	⨁
bigotimes	⨂
bigcupdot	⨃
biguplus	⨄
bigsqcap	⨅
bigsqcup	⨆
conjquant	⨇
disjquant	⨈
bigtimes	⨉
modtwosum	⨊
sumint	⨋
iiiint	⨌
intbar	⨍
intBar	⨎
fint	⨏
cirfnint	⨐
awint	⨑
rppolint	⨒
scpolint	⨓
npolint	⨔
pointint	⨕
sqint	⨖
intlarhk	⨗
intx	⨘
intcap	⨙
intcup	⨚
upint	⨛
lowint	⨜
Join	⨝
bigtriangleleft	⨞
zcmp	⨟
zpipe	⨠
zproject	⨡
ringplus	⨢
plushat	⨣
simplus	⨤
plusdot	⨥
plussim	⨦
plussubtwo	⨧
plustrif	⨨
commaminus	⨩
minusdot	⨪
minusfdots	⨫
minusrdots	⨬
opluslhrim	⨭
oplusrhrim	⨮
vectimes	⨯
dottimes	⨰
timesbar	⨱
btimes	⨲
smashtimes	⨳
otimeslhrim	⨴
otimesrhrim	⨵
otimeshat	⨶
Otimes	⨷
odiv	⨸
triangleplus	⨹
triangleminus	⨺
triangletimes	⨻
intprod	⨼
intprodr	⨽
fcmp	⨾
amalg	⨿
capdot	⩀
uminus	⩁
barcup	⩂
barcap	⩃
capwedge	⩄
cupvee	⩅
cupovercap	⩆
capovercup	⩇
cupbarcap	⩈
capbarcup	⩉
twocups	⩊
twocaps	⩋
closedvarcup	⩌
closedvarcap	⩍
Sqcap	⩎
Sqcup	⩏
closedvarcupsmashprod	⩐
wedgeodot	⩑
veeodot	⩒
Wedge	⩓
Vee	⩔
wedgeonwedge	⩕
veeonvee	⩖
bigslopedvee	⩗
bigslopedwedge	⩘
veeonwedge	⩙
wedgemidvert	⩚
veemidvert	⩛
midbarwedge	⩜
midbarvee	⩝
doublebarwedge	⩞
wedgebar	⩟
wedgedoublebar	⩠
varveebar	⩡
doublebarvee	⩢
veedoublebar	⩣
dsub	⩤
rsub	⩥
eqdot	⩦
dotequiv	⩧
equivVert	⩨
equivVvert	⩩
dotsim	⩪
simrdots	⩫
simminussim	⩬
congdot	⩭
asteq	⩮
hatapprox	⩯
approxeqq	⩰
eqqplus	⩱
pluseqq	⩲
eqqsim	⩳
Coloneq	⩴
eqeq	⩵
eqeqeq	⩶
ddotseq	⩷
equivDD	⩸
ltcir	⩹
gtcir	⩺
ltquest	⩻
gtquest	⩼
leqslant	⩽
geqslant	⩾
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	⪘
eqqless	⪙
eqqgtr	⪚
eqqslantless	⪛
eqqslantgtr	⪜
simless	⪝
simgtr	⪞
simlE	⪟
simgE	⪠
Lt	⪡
Gt	⪢
partialmeetcontraction	⪣
glj	⪤
gla	⪥
ltcc	⪦
gtcc	⪧
lescc	⪨
gescc	⪩
smt	⪪
lat	⪫
smte	⪬
late	⪭
bumpeqq	⪮
preceq	⪯
succeq	⪰
precneq	⪱
succneq	⪲
preceqq	⪳
succeqq	⪴
precneqq	⪵
succneqq	⪶
precapprox	⪷
succapprox	⪸
precnapprox	⪹
succnapprox	⪺
Prec	⪻
Succ	⪼
subsetdot	⪽
supsetdot	⪾
subsetplus	⪿
supsetplus	⫀
submult	⫁
supmult	⫂
subedot	⫃
supedot	⫄
subseteqq	⫅
supseteqq	⫆
subsim	⫇
supsim	⫈
subsetapprox	⫉
supsetapprox	⫊
subsetneqq	⫋
supsetneqq	⫌
lsqhook	⫍
rsqhook	⫎
csub	⫏
csup	⫐
csube	⫑
csupe	⫒
subsup	⫓
supsub	⫔
subsub	⫕
supsup	⫖
suphsub	⫗
supdsub	⫘
forkv	⫙
topfork	⫚
mlcp	⫛
forks	⫝̸
forksnot	⫝
shortlefttack	⫞
shortdowntack	⫟
shortuptack	⫠
perps	⫡
vDdash	⫢
dashV	⫣
Dashv	⫤
DashV	⫥
varVdash	⫦
Barv	⫧
vBar	⫨
vBarv	⫩
barV	⫪
Vbar	⫫
Not	⫬
bNot	⫭
revnmid	⫮
cirmid	⫯
midcir	⫰
topcir	⫱
nhpar	⫲
parsim	⫳
interleave	⫴
nhVvert	⫵
threedotcolon	⫶
lllnest	⫷
gggnest	⫸
leqqslant	⫹
geqqslant	⫺
trslash	⫻
biginterleave	⫼
sslash	⫽
talloblong	⫾
bigtalloblong	⫿

拉丁字母

Name	Symbol
mbfA	𝐀
mbfB	𝐁
mbfC	𝐂
mbfD	𝐃
mbfE	𝐄
mbfF	𝐅
mbfG	𝐆
mbfH	𝐇
mbfI	𝐈
mbfJ	𝐉
mbfK	𝐊
mbfL	𝐋
mbfM	𝐌
mbfN	𝐍
mbfO	𝐎
mbfP	𝐏
mbfQ	𝐐
mbfR	𝐑
mbfS	𝐒
mbfT	𝐓
mbfU	𝐔
mbfV	𝐕
mbfW	𝐖
mbfX	𝐗
mbfY	𝐘
mbfZ	𝐙
mbfa	𝐚
mbfb	𝐛
mbfc	𝐜
mbfd	𝐝
mbfe	𝐞
mbff	𝐟
mbfg	𝐠
mbfh	𝐡
mbfi	𝐢
mbfj	𝐣
mbfk	𝐤
mbfl	𝐥
mbfm	𝐦
mbfn	𝐧
mbfo	𝐨
mbfp	𝐩
mbfq	𝐪
mbfr	𝐫
mbfs	𝐬
mbft	𝐭
mbfu	𝐮
mbfv	𝐯
mbfw	𝐰
mbfx	𝐱
mbfy	𝐲
mbfz	𝐳
mitA	𝐴
mitB	𝐵
mitC	𝐶
mitD	𝐷
mitE	𝐸
mitF	𝐹
mitG	𝐺
mitH	𝐻
mitI	𝐼
mitJ	𝐽
mitK	𝐾
mitL	𝐿
mitM	𝑀
mitN	𝑁
mitO	𝑂
mitP	𝑃
mitQ	𝑄
mitR	𝑅
mitS	𝑆
mitT	𝑇
mitU	𝑈
mitV	𝑉
mitW	𝑊
mitX	𝑋
mitY	𝑌
mitZ	𝑍
mita	𝑎
mitb	𝑏
mitc	𝑐
mitd	𝑑
mite	𝑒
mitf	𝑓
mitg	𝑔
miti	𝑖
mitj	𝑗
mitk	𝑘
mitl	𝑙
mitm	𝑚
mitn	𝑛
mito	𝑜
mitp	𝑝
mitq	𝑞
mitr	𝑟
mits	𝑠
mitt	𝑡
mitu	𝑢
mitv	𝑣
mitw	𝑤
mitx	𝑥
mity	𝑦
mitz	𝑧
mbfitA	𝑨
mbfitB	𝑩
mbfitC	𝑪
mbfitD	𝑫
mbfitE	𝑬
mbfitF	𝑭
mbfitG	𝑮
mbfitH	𝑯
mbfitI	𝑰
mbfitJ	𝑱
mbfitK	𝑲
mbfitL	𝑳
mbfitM	𝑴
mbfitN	𝑵
mbfitO	𝑶
mbfitP	𝑷
mbfitQ	𝑸
mbfitR	𝑹
mbfitS	𝑺
mbfitT	𝑻
mbfitU	𝑼
mbfitV	𝑽
mbfitW	𝑾
mbfitX	𝑿
mbfitY	𝒀
mbfitZ	𝒁
mbfita	𝒂
mbfitb	𝒃
mbfitc	𝒄
mbfitd	𝒅
mbfite	𝒆
mbfitf	𝒇
mbfitg	𝒈
mbfith	𝒉
mbfiti	𝒊
mbfitj	𝒋
mbfitk	𝒌
mbfitl	𝒍
mbfitm	𝒎
mbfitn	𝒏
mbfito	𝒐
mbfitp	𝒑
mbfitq	𝒒
mbfitr	𝒓
mbfits	𝒔
mbfitt	𝒕
mbfitu	𝒖
mbfitv	𝒗
mbfitw	𝒘
mbfitx	𝒙
mbfity	𝒚
mbfitz	𝒛
mscrA	𝒜
mscrC	𝒞
mscrD	𝒟
mscrG	𝒢
mscrJ	𝒥
mscrK	𝒦
mscrN	𝒩
mscrO	𝒪
mscrP	𝒫
mscrQ	𝒬
mscrS	𝒮
mscrT	𝒯
mscrU	𝒰
mscrV	𝒱
mscrW	𝒲
mscrX	𝒳
mscrY	𝒴
mscrZ	𝒵
mscra	𝒶
mscrb	𝒷
mscrc	𝒸
mscrd	𝒹
mscrf	𝒻
mscrh	𝒽
mscri	𝒾
mscrj	𝒿
mscrk	𝓀
mscrl	𝓁
mscrm	𝓂
mscrn	𝓃
mscrp	𝓅
mscrq	𝓆
mscrr	𝓇
mscrs	𝓈
mscrt	𝓉
mscru	𝓊
mscrv	𝓋
mscrw	𝓌
mscrx	𝓍
mscry	𝓎
mscrz	𝓏
mbfscrA	𝓐
mbfscrB	𝓑
mbfscrC	𝓒
mbfscrD	𝓓
mbfscrE	𝓔
mbfscrF	𝓕
mbfscrG	𝓖
mbfscrH	𝓗
mbfscrI	𝓘
mbfscrJ	𝓙
mbfscrK	𝓚
mbfscrL	𝓛
mbfscrM	𝓜
mbfscrN	𝓝
mbfscrO	𝓞
mbfscrP	𝓟
mbfscrQ	𝓠
mbfscrR	𝓡
mbfscrS	𝓢
mbfscrT	𝓣
mbfscrU	𝓤
mbfscrV	𝓥
mbfscrW	𝓦
mbfscrX	𝓧
mbfscrY	𝓨
mbfscrZ	𝓩
mbfscra	𝓪
mbfscrb	𝓫
mbfscrc	𝓬
mbfscrd	𝓭
mbfscre	𝓮
mbfscrf	𝓯
mbfscrg	𝓰
mbfscrh	𝓱
mbfscri	𝓲
mbfscrj	𝓳
mbfscrk	𝓴
mbfscrl	𝓵
mbfscrm	𝓶
mbfscrn	𝓷
mbfscro	𝓸
mbfscrp	𝓹
mbfscrq	𝓺
mbfscrr	𝓻
mbfscrs	𝓼
mbfscrt	𝓽
mbfscru	𝓾
mbfscrv	𝓿
mbfscrw	𝔀
mbfscrx	𝔁
mbfscry	𝔂
mbfscrz	𝔃
mfrakA	𝔄
mfrakB	𝔅
mfrakD	𝔇
mfrakE	𝔈
mfrakF	𝔉
mfrakG	𝔊
mfrakJ	𝔍
mfrakK	𝔎
mfrakL	𝔏
mfrakM	𝔐
mfrakN	𝔑
mfrakO	𝔒
mfrakP	𝔓
mfrakQ	𝔔
mfrakS	𝔖
mfrakT	𝔗
mfrakU	𝔘
mfrakV	𝔙
mfrakW	𝔚
mfrakX	𝔛
mfrakY	𝔜
mfraka	𝔞
mfrakb	𝔟
mfrakc	𝔠
mfrakd	𝔡
mfrake	𝔢
mfrakf	𝔣
mfrakg	𝔤
mfrakh	𝔥
mfraki	𝔦
mfrakj	𝔧
mfrakk	𝔨
mfrakl	𝔩
mfrakm	𝔪
mfrakn	𝔫
mfrako	𝔬
mfrakp	𝔭
mfrakq	𝔮
mfrakr	𝔯
mfraks	𝔰
mfrakt	𝔱
mfraku	𝔲
mfrakv	𝔳
mfrakw	𝔴
mfrakx	𝔵
mfraky	𝔶
mfrakz	𝔷
BbbA	𝔸
BbbB	𝔹
BbbD	𝔻
BbbE	𝔼
BbbF	𝔽
BbbG	𝔾
BbbI	𝕀
BbbJ	𝕁
BbbK	𝕂
BbbL	𝕃
BbbM	𝕄
BbbO	𝕆
BbbS	𝕊
BbbT	𝕋
BbbU	𝕌
BbbV	𝕍
BbbW	𝕎
BbbX	𝕏
BbbY	𝕐
Bbba	𝕒
Bbbb	𝕓
Bbbc	𝕔
Bbbd	𝕕
Bbbe	𝕖
Bbbf	𝕗
Bbbg	𝕘
Bbbh	𝕙
Bbbi	𝕚
Bbbj	𝕛
Bbbk	𝕜
Bbbl	𝕝
Bbbm	𝕞
Bbbn	𝕟
Bbbo	𝕠
Bbbp	𝕡
Bbbq	𝕢
Bbbr	𝕣
Bbbs	𝕤
Bbbt	𝕥
Bbbu	𝕦
Bbbv	𝕧
Bbbw	𝕨
Bbbx	𝕩
Bbby	𝕪
Bbbz	𝕫
mbffrakA	𝕬
mbffrakB	𝕭
mbffrakC	𝕮
mbffrakD	𝕯
mbffrakE	𝕰
mbffrakF	𝕱
mbffrakG	𝕲
mbffrakH	𝕳
mbffrakI	𝕴
mbffrakJ	𝕵
mbffrakK	𝕶
mbffrakL	𝕷
mbffrakM	𝕸
mbffrakN	𝕹
mbffrakO	𝕺
mbffrakP	𝕻
mbffrakQ	𝕼
mbffrakR	𝕽
mbffrakS	𝕾
mbffrakT	𝕿
mbffrakU	𝖀
mbffrakV	𝖁
mbffrakW	𝖂
mbffrakX	𝖃
mbffrakY	𝖄
mbffrakZ	𝖅
mbffraka	𝖆
mbffrakb	𝖇
mbffrakc	𝖈
mbffrakd	𝖉
mbffrake	𝖊
mbffrakf	𝖋
mbffrakg	𝖌
mbffrakh	𝖍
mbffraki	𝖎
mbffrakj	𝖏
mbffrakk	𝖐
mbffrakl	𝖑
mbffrakm	𝖒
mbffrakn	𝖓
mbffrako	𝖔
mbffrakp	𝖕
mbffrakq	𝖖
mbffrakr	𝖗
mbffraks	𝖘
mbffrakt	𝖙
mbffraku	𝖚
mbffrakv	𝖛
mbffrakw	𝖜
mbffrakx	𝖝
mbffraky	𝖞
mbffrakz	𝖟
msansA	𝖠
msansB	𝖡
msansC	𝖢
msansD	𝖣
msansE	𝖤
msansF	𝖥
msansG	𝖦
msansH	𝖧
msansI	𝖨
msansJ	𝖩
msansK	𝖪
msansL	𝖫
msansM	𝖬
msansN	𝖭
msansO	𝖮
msansP	𝖯
msansQ	𝖰
msansR	𝖱
msansS	𝖲
msansT	𝖳
msansU	𝖴
msansV	𝖵
msansW	𝖶
msansX	𝖷
msansY	𝖸
msansZ	𝖹
msansa	𝖺
msansb	𝖻
msansc	𝖼
msansd	𝖽
msanse	𝖾
msansf	𝖿
msansg	𝗀
msansh	𝗁
msansi	𝗂
msansj	𝗃
msansk	𝗄
msansl	𝗅
msansm	𝗆
msansn	𝗇
msanso	𝗈
msansp	𝗉
msansq	𝗊
msansr	𝗋
msanss	𝗌
msanst	𝗍
msansu	𝗎
msansv	𝗏
msansw	𝗐
msansx	𝗑
msansy	𝗒
msansz	𝗓
mbfsansA	𝗔
mbfsansB	𝗕
mbfsansC	𝗖
mbfsansD	𝗗
mbfsansE	𝗘
mbfsansF	𝗙
mbfsansG	𝗚
mbfsansH	𝗛
mbfsansI	𝗜
mbfsansJ	𝗝
mbfsansK	𝗞
mbfsansL	𝗟
mbfsansM	𝗠
mbfsansN	𝗡
mbfsansO	𝗢
mbfsansP	𝗣
mbfsansQ	𝗤
mbfsansR	𝗥
mbfsansS	𝗦
mbfsansT	𝗧
mbfsansU	𝗨
mbfsansV	𝗩
mbfsansW	𝗪
mbfsansX	𝗫
mbfsansY	𝗬
mbfsansZ	𝗭
mbfsansa	𝗮
mbfsansb	𝗯
mbfsansc	𝗰
mbfsansd	𝗱
mbfsanse	𝗲
mbfsansf	𝗳
mbfsansg	𝗴
mbfsansh	𝗵
mbfsansi	𝗶
mbfsansj	𝗷
mbfsansk	𝗸
mbfsansl	𝗹
mbfsansm	𝗺
mbfsansn	𝗻
mbfsanso	𝗼
mbfsansp	𝗽
mbfsansq	𝗾
mbfsansr	𝗿
mbfsanss	𝘀
mbfsanst	𝘁
mbfsansu	𝘂
mbfsansv	𝘃
mbfsansw	𝘄
mbfsansx	𝘅
mbfsansy	𝘆
mbfsansz	𝘇
mitsansA	𝘈
mitsansB	𝘉
mitsansC	𝘊
mitsansD	𝘋
mitsansE	𝘌
mitsansF	𝘍
mitsansG	𝘎
mitsansH	𝘏
mitsansI	𝘐
mitsansJ	𝘑
mitsansK	𝘒
mitsansL	𝘓
mitsansM	𝘔
mitsansN	𝘕
mitsansO	𝘖
mitsansP	𝘗
mitsansQ	𝘘
mitsansR	𝘙
mitsansS	𝘚
mitsansT	𝘛
mitsansU	𝘜
mitsansV	𝘝
mitsansW	𝘞
mitsansX	𝘟
mitsansY	𝘠
mitsansZ	𝘡
mitsansa	𝘢
mitsansb	𝘣
mitsansc	𝘤
mitsansd	𝘥
mitsanse	𝘦
mitsansf	𝘧
mitsansg	𝘨
mitsansh	𝘩
mitsansi	𝘪
mitsansj	𝘫
mitsansk	𝘬
mitsansl	𝘭
mitsansm	𝘮
mitsansn	𝘯
mitsanso	𝘰
mitsansp	𝘱
mitsansq	𝘲
mitsansr	𝘳
mitsanss	𝘴
mitsanst	𝘵
mitsansu	𝘶
mitsansv	𝘷
mitsansw	𝘸
mitsansx	𝘹
mitsansy	𝘺
mitsansz	𝘻
mbfitsansA	𝘼
mbfitsansB	𝘽
mbfitsansC	𝘾
mbfitsansD	𝘿
mbfitsansE	𝙀
mbfitsansF	𝙁
mbfitsansG	𝙂
mbfitsansH	𝙃
mbfitsansI	𝙄
mbfitsansJ	𝙅
mbfitsansK	𝙆
mbfitsansL	𝙇
mbfitsansM	𝙈
mbfitsansN	𝙉
mbfitsansO	𝙊
mbfitsansP	𝙋
mbfitsansQ	𝙌
mbfitsansR	𝙍
mbfitsansS	𝙎
mbfitsansT	𝙏
mbfitsansU	𝙐
mbfitsansV	𝙑
mbfitsansW	𝙒
mbfitsansX	𝙓
mbfitsansY	𝙔
mbfitsansZ	𝙕
mbfitsansa	𝙖
mbfitsansb	𝙗
mbfitsansc	𝙘
mbfitsansd	𝙙
mbfitsanse	𝙚
mbfitsansf	𝙛
mbfitsansg	𝙜
mbfitsansh	𝙝
mbfitsansi	𝙞
mbfitsansj	𝙟
mbfitsansk	𝙠
mbfitsansl	𝙡
mbfitsansm	𝙢
mbfitsansn	𝙣
mbfitsanso	𝙤
mbfitsansp	𝙥
mbfitsansq	𝙦
mbfitsansr	𝙧
mbfitsanss	𝙨
mbfitsanst	𝙩
mbfitsansu	𝙪
mbfitsansv	𝙫
mbfitsansw	𝙬
mbfitsansx	𝙭
mbfitsansy	𝙮
mbfitsansz	𝙯
mttA	𝙰
mttB	𝙱
mttC	𝙲
mttD	𝙳
mttE	𝙴
mttF	𝙵
mttG	𝙶
mttH	𝙷
mttI	𝙸
mttJ	𝙹
mttK	𝙺
mttL	𝙻
mttM	𝙼
mttN	𝙽
mttO	𝙾
mttP	𝙿
mttQ	𝚀
mttR	𝚁
mttS	𝚂
mttT	𝚃
mttU	𝚄
mttV	𝚅
mttW	𝚆
mttX	𝚇
mttY	𝚈
mttZ	𝚉
mtta	𝚊
mttb	𝚋
mttc	𝚌
mttd	𝚍
mtte	𝚎
mttf	𝚏
mttg	𝚐
mtth	𝚑
mtti	𝚒
mttj	𝚓
mttk	𝚔
mttl	𝚕
mttm	𝚖
mttn	𝚗
mtto	𝚘
mttp	𝚙
mttq	𝚚
mttr	𝚛
mtts	𝚜
mttt	𝚝
mttu	𝚞
mttv	𝚟
mttw	𝚠
mttx	𝚡
mtty	𝚢
mttz	𝚣

特殊数学字体

Name	Symbol
BbbC	ℂ
Eulerconst	ℇ
mscrg	ℊ
mscrH	ℋ
mfrakH	ℌ
BbbH	ℍ
Planckconst	ℎ
hslash	ℏ
mscrI	ℐ
Im	ℑ
mscrL	ℒ
ell	ℓ
BbbN	ℕ
wp	℘
BbbP	ℙ
BbbQ	ℚ
mscrR	ℛ
Re	ℜ
BbbR	ℝ
BbbZ	ℤ
mho	℧
mfrakZ	ℨ
turnediota	℩
Angstrom	Å
mscrB	ℬ
mfrakC	ℭ
mscre	ℯ
mscrE	ℰ
mscrF	ℱ
Finv	Ⅎ
mscrM	ℳ
mscro	ℴ
aleph	ℵ
beth	ℶ
gimel	ℷ
daleth	ℸ
Bbbpi	ℼ
Bbbgamma	ℽ
BbbGamma	ℾ
BbbPi	ℿ
Bbbsum	⅀
Game	⅁
sansLturned	⅂
sansLmirrored	⅃
Yup	⅄
mitBbbD	ⅅ
mitBbbd	ⅆ
mitBbbe	ⅇ
mitBbbi	ⅈ
mitBbbj	ⅉ
PropertyLine	⅊
upand	⅋
imath	𝚤
jmath	𝚥
Hbar	Ħ
hbar	ħ
eth	ð

希腊字母

Name	Symbol
upAlpha	Α
upBeta	Β
upGamma	Γ
upDelta	Δ
upEpsilon	Ε
upZeta	Ζ
upEta	Η
upTheta	Θ
upIota	Ι
upKappa	Κ
upLambda	Λ
upMu	Μ
upNu	Ν
upXi	Ξ
upOmicron	Ο
upPi	Π
upRho	Ρ
upSigma	Σ
upTau	Τ
upUpsilon	Υ
upPhi	Φ
upChi	Χ
upPsi	Ψ
upOmega	Ω
upalpha	α
upbeta	β
upgamma	γ
updelta	δ
upepsilon	ε
upzeta	ζ
upeta	η
uptheta	θ
upiota	ι
upkappa	κ
uplambda	λ
upmu	μ
upnu	ν
upxi	ξ
upomicron	ο
uppi	π
uprho	ρ
upvarsigma	ς
upsigma	σ
uptau	τ
upupsilon	υ
upvarphi	φ
upchi	χ
uppsi	ψ
upomega	ω
upvarbeta	ϐ
upvartheta	ϑ
upphi	ϕ
upvarpi	ϖ
upoldKoppa	Ϙ
upoldkoppa	ϙ
upStigma	Ϛ
upstigma	ϛ
upDigamma	Ϝ
updigamma	ϝ
upKoppa	Ϟ
upkoppa	ϟ
upSampi	Ϡ
upsampi	ϡ
upvarkappa	ϰ
upvarrho	ϱ
upvarTheta	ϴ
upvarepsilon	ϵ
upbackepsilon	϶
mbfAlpha	𝚨
mbfBeta	𝚩
mbfGamma	𝚪
mbfDelta	𝚫
mbfEpsilon	𝚬
mbfZeta	𝚭
mbfEta	𝚮
mbfTheta	𝚯
mbfIota	𝚰
mbfKappa	𝚱
mbfLambda	𝚲
mbfMu	𝚳
mbfNu	𝚴
mbfXi	𝚵
mbfOmicron	𝚶
mbfPi	𝚷
mbfRho	𝚸
mbfvarTheta	𝚹
mbfSigma	𝚺
mbfTau	𝚻
mbfUpsilon	𝚼
mbfPhi	𝚽
mbfChi	𝚾
mbfPsi	𝚿
mbfOmega	𝛀
mbfnabla	𝛁
mbfalpha	𝛂
mbfbeta	𝛃
mbfgamma	𝛄
mbfdelta	𝛅
mbfepsilon	𝛆
mbfzeta	𝛇
mbfeta	𝛈
mbftheta	𝛉
mbfiota	𝛊
mbfkappa	𝛋
mbflambda	𝛌
mbfmu	𝛍
mbfnu	𝛎
mbfxi	𝛏
mbfomicron	𝛐
mbfpi	𝛑
mbfrho	𝛒
mbfvarsigma	𝛓
mbfsigma	𝛔
mbftau	𝛕
mbfupsilon	𝛖
mbfvarphi	𝛗
mbfchi	𝛘
mbfpsi	𝛙
mbfomega	𝛚
mbfpartial	𝛛
mbfvarepsilon	𝛜
mbfvartheta	𝛝
mbfvarkappa	𝛞
mbfphi	𝛟
mbfvarrho	𝛠
mbfvarpi	𝛡
mitAlpha	𝛢
mitBeta	𝛣
mitGamma	𝛤
mitDelta	𝛥
mitEpsilon	𝛦
mitZeta	𝛧
mitEta	𝛨
mitTheta	𝛩
mitIota	𝛪
mitKappa	𝛫
mitLambda	𝛬
mitMu	𝛭
mitNu	𝛮
mitXi	𝛯
mitOmicron	𝛰
mitPi	𝛱
mitRho	𝛲
mitvarTheta	𝛳
mitSigma	𝛴
mitTau	𝛵
mitUpsilon	𝛶
mitPhi	𝛷
mitChi	𝛸
mitPsi	𝛹
mitOmega	𝛺
mitnabla	𝛻
mitalpha	𝛼
mitbeta	𝛽
mitgamma	𝛾
mitdelta	𝛿
mitepsilon	𝜀
mitzeta	𝜁
miteta	𝜂
mittheta	𝜃
mitiota	𝜄
mitkappa	𝜅
mitlambda	𝜆
mitmu	𝜇
mitnu	𝜈
mitxi	𝜉
mitomicron	𝜊
mitpi	𝜋
mitrho	𝜌
mitvarsigma	𝜍
mitsigma	𝜎
mittau	𝜏
mitupsilon	𝜐
mitphi	𝜑
mitchi	𝜒
mitpsi	𝜓
mitomega	𝜔
mitpartial	𝜕
mitvarepsilon	𝜖
mitvartheta	𝜗
mitvarkappa	𝜘
mitvarphi	𝜙
mitvarrho	𝜚
mitvarpi	𝜛
mbfitAlpha	𝜜
mbfitBeta	𝜝
mbfitGamma	𝜞
mbfitDelta	𝜟
mbfitEpsilon	𝜠
mbfitZeta	𝜡
mbfitEta	𝜢
mbfitTheta	𝜣
mbfitIota	𝜤
mbfitKappa	𝜥
mbfitLambda	𝜦
mbfitMu	𝜧
mbfitNu	𝜨
mbfitXi	𝜩
mbfitOmicron	𝜪
mbfitPi	𝜫
mbfitRho	𝜬
mbfitvarTheta	𝜭
mbfitSigma	𝜮
mbfitTau	𝜯
mbfitUpsilon	𝜰
mbfitPhi	𝜱
mbfitChi	𝜲
mbfitPsi	𝜳
mbfitOmega	𝜴
mbfitnabla	𝜵
mbfitalpha	𝜶
mbfitbeta	𝜷
mbfitgamma	𝜸
mbfitdelta	𝜹
mbfitepsilon	𝜺
mbfitzeta	𝜻
mbfiteta	𝜼
mbfittheta	𝜽
mbfitiota	𝜾
mbfitkappa	𝜿
mbfitlambda	𝝀
mbfitmu	𝝁
mbfitnu	𝝂
mbfitxi	𝝃
mbfitomicron	𝝄
mbfitpi	𝝅
mbfitrho	𝝆
mbfitvarsigma	𝝇
mbfitsigma	𝝈
mbfittau	𝝉
mbfitupsilon	𝝊
mbfitphi	𝝋
mbfitchi	𝝌
mbfitpsi	𝝍
mbfitomega	𝝎
mbfitpartial	𝝏
mbfitvarepsilon	𝝐
mbfitvartheta	𝝑
mbfitvarkappa	𝝒
mbfitvarphi	𝝓
mbfitvarrho	𝝔
mbfitvarpi	𝝕
mbfsansAlpha	𝝖
mbfsansBeta	𝝗
mbfsansGamma	𝝘
mbfsansDelta	𝝙
mbfsansEpsilon	𝝚
mbfsansZeta	𝝛
mbfsansEta	𝝜
mbfsansTheta	𝝝
mbfsansIota	𝝞
mbfsansKappa	𝝟
mbfsansLambda	𝝠
mbfsansMu	𝝡
mbfsansNu	𝝢
mbfsansXi	𝝣
mbfsansOmicron	𝝤
mbfsansPi	𝝥
mbfsansRho	𝝦
mbfsansvarTheta	𝝧
mbfsansSigma	𝝨
mbfsansTau	𝝩
mbfsansUpsilon	𝝪
mbfsansPhi	𝝫
mbfsansChi	𝝬
mbfsansPsi	𝝭
mbfsansOmega	𝝮
mbfsansnabla	𝝯
mbfsansalpha	𝝰
mbfsansbeta	𝝱
mbfsansgamma	𝝲
mbfsansdelta	𝝳
mbfsansepsilon	𝝴
mbfsanszeta	𝝵
mbfsanseta	𝝶
mbfsanstheta	𝝷
mbfsansiota	𝝸
mbfsanskappa	𝝹
mbfsanslambda	𝝺
mbfsansmu	𝝻
mbfsansnu	𝝼
mbfsansxi	𝝽
mbfsansomicron	𝝾
mbfsanspi	𝝿
mbfsansrho	𝞀
mbfsansvarsigma	𝞁
mbfsanssigma	𝞂
mbfsanstau	𝞃
mbfsansupsilon	𝞄
mbfsansphi	𝞅
mbfsanschi	𝞆
mbfsanspsi	𝞇
mbfsansomega	𝞈
mbfsanspartial	𝞉
mbfsansvarepsilon	𝞊
mbfsansvartheta	𝞋
mbfsansvarkappa	𝞌
mbfsansvarphi	𝞍
mbfsansvarrho	𝞎
mbfsansvarpi	𝞏
mbfitsansAlpha	𝞐
mbfitsansBeta	𝞑
mbfitsansGamma	𝞒
mbfitsansDelta	𝞓
mbfitsansEpsilon	𝞔
mbfitsansZeta	𝞕
mbfitsansEta	𝞖
mbfitsansTheta	𝞗
mbfitsansIota	𝞘
mbfitsansKappa	𝞙
mbfitsansLambda	𝞚
mbfitsansMu	𝞛
mbfitsansNu	𝞜
mbfitsansXi	𝞝
mbfitsansOmicron	𝞞
mbfitsansPi	𝞟
mbfitsansRho	𝞠
mbfitsansvarTheta	𝞡
mbfitsansSigma	𝞢
mbfitsansTau	𝞣
mbfitsansUpsilon	𝞤
mbfitsansPhi	𝞥
mbfitsansChi	𝞦
mbfitsansPsi	𝞧
mbfitsansOmega	𝞨
mbfitsansnabla	𝞩
mbfitsansalpha	𝞪
mbfitsansbeta	𝞫
mbfitsansgamma	𝞬
mbfitsansdelta	𝞭
mbfitsansepsilon	𝞮
mbfitsanszeta	𝞯
mbfitsanseta	𝞰
mbfitsanstheta	𝞱
mbfitsansiota	𝞲
mbfitsanskappa	𝞳
mbfitsanslambda	𝞴
mbfitsansmu	𝞵
mbfitsansnu	𝞶
mbfitsansxi	𝞷
mbfitsansomicron	𝞸
mbfitsanspi	𝞹
mbfitsansrho	𝞺
mbfitsansvarsigma	𝞻
mbfitsanssigma	𝞼
mbfitsanstau	𝞽
mbfitsansupsilon	𝞾
mbfitsansphi	𝞿
mbfitsanschi	𝟀
mbfitsanspsi	𝟁
mbfitsansomega	𝟂
mbfitsanspartial	𝟃
mbfitsansvarepsilon	𝟄
mbfitsansvartheta	𝟅
mbfitsansvarkappa	𝟆
mbfitsansvarphi	𝟇
mbfitsansvarrho	𝟈
mbfitsansvarpi	𝟉
mbfDigamma	𝟊
mbfdigamma	𝟋

数字

Name	Symbol
mbfzero	𝟎
mbfone	𝟏
mbftwo	𝟐
mbfthree	𝟑
mbffour	𝟒
mbffive	𝟓
mbfsix	𝟔
mbfseven	𝟕
mbfeight	𝟖
mbfnine	𝟗
Bbbzero	𝟘
Bbbone	𝟙
Bbbtwo	𝟚
Bbbthree	𝟛
Bbbfour	𝟜
Bbbfive	𝟝
Bbbsix	𝟞
Bbbseven	𝟟
Bbbeight	𝟠
Bbbnine	𝟡
msanszero	𝟢
msansone	𝟣
msanstwo	𝟤
msansthree	𝟥
msansfour	𝟦
msansfive	𝟧
msanssix	𝟨
msansseven	𝟩
msanseight	𝟪
msansnine	𝟫
mbfsanszero	𝟬
mbfsansone	𝟭
mbfsanstwo	𝟮
mbfsansthree	𝟯
mbfsansfour	𝟰
mbfsansfive	𝟱
mbfsanssix	𝟲
mbfsansseven	𝟳
mbfsanseight	𝟴
mbfsansnine	𝟵
mttzero	𝟶
mttone	𝟷
mtttwo	𝟸
mttthree	𝟹
mttfour	𝟺
mttfive	𝟻
mttsix	𝟼
mttseven	𝟽
mtteight	𝟾
mttnine	𝟿

角标

Name	Symbol
^0	⁰
^1	¹
^2	²
^3	³
^4	⁴
^5	⁵
^6	⁶
^7	⁷
^8	⁸
^9	⁹
^+	⁺
^-	⁻
^=	⁼
^(	⁽
^)	⁾
^a	ᵃ
^b	ᵇ
^c	ᶜ
^d	ᵈ
^e	ᵉ
^f	ᶠ
^g	ᵍ
^h	ʰ
^i	ⁱ
^j	ʲ
^k	ᵏ
^l	ˡ
^m	ᵐ
^n	ⁿ
^o	ᵒ
^p	ᵖ
^r	ʳ
^s	ˢ
^t	ᵗ
^u	ᵘ
^v	ᵛ
^w	ʷ
^x	ˣ
^y	ʸ
^z	ᶻ
^A	ᴬ
^B	ᴮ
^D	ᴰ
^E	ᴱ
^G	ᴳ
^H	ᴴ
^I	ᴵ
^J	ᴶ
^K	ᴷ
^L	ᴸ
^M	ᴹ
^N	ᴺ
^O	ᴼ
^P	ᴾ
^R	ᴿ
^T	ᵀ
^U	ᵁ
^V	ⱽ
^W	ᵂ
_0	₀
_1	₁
_2	₂
_3	₃
_4	₄
_5	₅
_6	₆
_7	₇
_8	₈
_9	₉
_+	₊
_-	₋
_=	₌
_(	₍
_)	₎
_a	ₐ
_e	ₑ
_h	ₕ
_i	ᵢ
_j	ⱼ
_k	ₖ
_l	ₗ
_m	ₘ
_n	ₙ
_o	ₒ
_p	ₚ
_r	ᵣ
_s	ₛ
_t	ₜ
_u	ᵤ
_v	ᵥ
_x	ₓ
_schwa	ₔ

星座

Name	Symbol
libra	♎
blacksun	☀
umbrella	☂
blackchessknight	♞
yinyang	☯
hammersickle	☭
radioactive	☢
telephone	☎
snowflake	❄
scissors	✂
aries	♈
taurus	♉
gemini	♊
cancer	♋
leo	♌
virgo	♍
libra	♎
scorpius	♏
sagittarius	♐
capricorn	♑
aquarius	♒
pisces	♓
trademark	™
fir	🎄
Box	☐
dicei	⚀
diceii	⚁
diceiii	⚂
diceiv	⚃
dicev	⚄
dicevi	⚅

分数

Name	Symbol
fraction_1_2	½
fraction_1_4	¼
fraction_3_4	¾
fraction_1_7	⅐
fraction_1_9	⅑
fraction_1_10	⅒
fraction_1_3	⅓
fraction_2_3	⅔
fraction_1_5	⅕
fraction_2_5	⅖
fraction_3_5	⅗
fraction_4_5	⅘
fraction_1_6	⅙
fraction_5_6	⅚
fraction_1_8	⅛
fraction_3_8	⅜
fraction_5_8	⅝
fraction_7_8	⅞
fraction_1_	⅟