Tex
Constant
aleph
ℵ
alpha
α
Alpha
Α
angle
∠
approx
≈
approxeq
≅
arccos
arccos
arcsin
arcsin
arctan
arctan
Bar
|
bet
ℶ
beta
β
Beta
Β
bigcirc
○
bigodot
⨀
bigoplus
⨁
bigotimes
⨂
blackcirc
●
blacksquare
■
blacktriangle
▲
blacktriangledown
▼
blacktriangleleft
◂
blacktriangleright
▶
BottomBar
̲
BottomCurlyBracket
⏟
BottomDoubleBar
̳
BottomRoundBracket
⏝
BottomSquareBracket
⎵
bowtie
⨝
bullet
•
cap
⋂
cdot
⋅
cdots
⋯
cent
¢
centerdot
·
chi
χ
Chi
Χ
circ
◦
circlearrowleft
↺
circlearrowright
↻
clubsuit
♣
Complex
ℂ
cong
≌
coprod
∐
copyright
©
cos
cos
cup
⋃
curvearrowleft
↶
curvearrowright
↷
dag
†
dalet
ℸ
Dash
-
dashleftarrow
⤌
dashrightarrow
⤍
dashv
⊣
ddag
‡
ddots
⋱
degree
°
delta
δ
Delta
Δ
derivative
d
diamondsuit
♢
digamma
ϝ
Digamma
Ϝ
Divide
/
doteq
≐
downarrow
↓
Downarrow
⇩
dprime
ʺ
e
e
ellipsis
…
EmDash
—
EnDash
–
epsilon
ϵ
Epsilon
Ε
Equals
=
equiv
≡
eta
η
Eta
Η
euro
€
Exists
∃
factorial
!
FigureDash
‒
forall
∀
gamma
γ
Gamma
Γ
ge
≥
geq
≥
gg
≫
gimmel
ℷ
gt
>
guillemetleft
⟪
guillemetright
⟫
guilsinglleft
⧼
guilsinglright
⧽
hairspace
hbar
ℏ
heartsuit
♡
HorizontalBar
―
HorizontalDoubleBar
=
Hyphen
‐
In
∈
infty
∞
Integers
ℤ
Integral1
∫
Integral2
∬
Integral3
∭
Integral4
⨌
iota
ι
Iota
Ι
Irrationals
ℙ
join
⋈
kappa
κ
Kappa
Κ
lambda
λ
Lambda
Λ
langle
⟨
lbrace
{
lbrack
[
lceil
⌈
ldots
…
le
≤
leftarrow
←
Leftarrow
⇦
LeftDoubleQuote
“
LeftDoubleSquareBracket
⟦
LeftDoubleTortoiseBracket
⟬
leftleftarrows
⇇
leftrightarrow
↔
Leftrightarrow
⇔
leftrightarrows
⇆
leftrightsquigarrow
↭
LeftSingleQuote
‘
leftsquigarrow
⇜
LeftTortoiseBracket
❲
leq
≤
lfloor
⌊
lim
lim
ll
≪
ln
ln
log
log
lparen
(
lt
<
max
max
Micro
µ
min
min
Minus
-
models
⊨
mp
∓
mptyset
∅
mu
μ
Mu
Μ
nabla
∇
Naturals
ℕ
nbsp
neg
¬
Negative
-
neginfty
−∞
neq
≠
ni
∋
notin
∉
notsubset
⊄
nu
ν
Nu
Ν
Ohm
Ω
omega
ω
Omega
Ω
omicron
ο
Omicron
Ο
owns
∋
partial
∂
PathIntegral1
∮
PathIntegral2
∯
PathIntegral3
∰
PathIntegralClockwise
∲
PathIntegralCounter
∳
phi
ϕ
Phi
Φ
pi
π
pi
π
Pi
Π
Pilcrow
¶
planck
ℎ
Plus
+
pm
±
pounds
£
prec
≺
preceq
≼
prime
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prod
∏
propto
∝
psi
ψ
Psi
Ψ
qprime
⁗
Quaternions
ℍ
rangle
⟩
Rationals
ℚ
rbrace
}
rbrack
]
rceil
⌉
Reals
ℝ
rfloor
⌋
rho
ρ
Rho
Ρ
rightarrow
→
Rightarrow
⇒
RightDoubleQuote
”
RightDoubleSquareBracket
⟧
RightDoubleTortoiseBracket
⟭
rightleftarrows
⇄
rightrightarrows
⇉
RightSingleQuote
’
rightsquigarrow
⇝
RightTortoiseBracket
❳
rparen
)
sigma
σ
Sigma
Σ
sim
∼
simeq
≃
sin
sin
slash
⁄
spadesuit
♠
sqsubset
⊏
sqsubseteq
⊑
sqsupset
⊐
sqsupseteq
⊒
square
□
subset
⊂
subseteq
⊆
succ
≻
succeq
≽
sum
∑
supset
⊃
supseteq
⊇
surd
√
tan
tan
tau
τ
Tau
Τ
textregistered
®
theta
θ
Theta
Θ
thinspace
times
×
To
→
TopBar
̅
TopCurlyBracket
⏞
TopDoubleBar
̿
TopRoundBracket
⏜
TopSquareBracket
⎴
TopTortoiseBracket
⏠
tprime
‴
trademark
™
triangle
△
triangledown
▽
triangleleft
◁
triangleright
▷
udots
⋰
uparrow
↑
Uparrow
⇧
updownarrow
↕
upsilon
υ
Upsilon
Υ
varepsilon
ε
varphi
φ
varrho
ϱ
varsigma
ς
vartheta
ϑ
vdash
⊢
vdots
⋮
vee
∨
vert
|
Vert
‖
wedge
∧
xi
ξ
Xi
Ξ
yen
¥
zeta
ζ
Zeta
Ζ