LaTeX-like names for unicode math symbols

TeX113.inputplugin

# 
METHOD: TABLE
ENCODE: Unicode
PROMPT: TeX 1.13
VERSION: 1.13
DELIMITER: ,
VALIDINPUTKEY: ^,.?!:;"'/\()[]{}<>$%&@*01234567890123456789ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz
TERMINPUTKEY: 
BEGINCHARACTER
alpha	α
beta	β
gamma	γ
ggamma	Γ
delta	δ
ddelta	Δ
epsilon	ε
zeta	ζ
eta	η
theta	θ
ttheta	Θ
iota	ι
kappa	κ
lambda	λ
llambda	Λ
mu	μ
nu	ν
xi	ξ
xxi	Ξ
pi	π
rho	ρ
sigma	σ
ssigma	Σ
tau	τ
upsilon	υ
phi	φ
pphi	Φ
chi	χ
psi	ψ
ppsi	Ψ
omega	ω
oomega	Ω
nabla	∇
hbar	ℏ
times	×
otimes	⊗
oplus	⊕
ominus	⊖
odiv	⊘
odot	⊙
boxtimes	⊠
boxplus	⊞
bowtie	⋈
le	≤
ge	≥
prec	≺
succ	≻
cdot	·
bullet	∙
ring	∘
ratio	∶
prop	∷
cdots	⋯
div	÷
pm	±
int	∫
oint	∮
iint	∬
iiint	∭
iiiint	⨌	
oiint	∯
oiiint	∰
sum	∑
prod	∏
wedge	∧
and		∧
vee	∨
or	∨
neg	¬
perp	⊥
rhd	▷
lhd	◁
triangleleft	◃
triangleright	▹
diamond	◇
mid	∣
bullet	•
blacksquare	▪
qed	▪
infty	∞
forall	∀
exists	∃
nexists	∄
top	⊤
bot	⊥
stile	⊢
|-	⊢
||-	⊩
|||-	⊪
dstile	⊨
|=	⊨
adjoint	⊣
-|	⊣
entails	⊢
multimap	⊸
-o	⊸
lsemi	⋉
rsemi	⋊
uplus	⊎
pitchfork	⋔
'	′
''	″
'''	‴
^1	¹
^2	²
^3	³
^4	⁴
^5	⁵
^6	⁶
^7	⁷
^8	⁸
^9	⁹
^0	⁰
^-	⁻
^+	⁺
_1	₁
_2	₂
_3	₃
_4	₄
_5	₅
_6	₆
_7	₇
_8	₈
_9	₉
_0	₀
_-	₋
_+	₊
_a	ₐ
_e	ₑ
_i	ᵢ
_j	ⱼ
_o	ₒ
_r	ᵣ
_u	ᵤ
_v	ᵥ
_x	ₓ
_beta	ᵦ
_gamma	ᵧ
_rho	ᵨ
_psi	ᵩ
_chi	ᵪ
^a	ᵃ,ᴬ
^b	ᵇ,ᴮ
^c	ᶜ
^d	ᵈ,ᴰ
^e	ᵉ,ᴱ
^g	ᵍ,ᴳ
^h	ʰ,ᴴ
^i	ⁱ,ᴵ
^j	ʲ,ᴶ
^k	ᵏ,ᴷ
^l	ˡ,ᴸ
^m	ᵐ,ᴹ
^n	ⁿ,ᴺ
^o	º,ᴼ
^p	ᵖ,ᴾ
^r	ʳ,ᴿ
^s	ˢ
^t	ᵗ,ᵀ
^u	ᵘ,ᵁ
^v	ᵛ,ⱽ
^w	ʷ,ᵂ
^x	ˣ
^y	ʸ
^z	ᶻ
^tm	™
^alpha	ᵅ
^beta	ᵝ
^gamma	ᵞ
^delta	ᵟ
^epsilon	ᵋ
^theta	ᶿ
^iota	ᶥ
^phi	ᶲ
^psi	ᵠ
^chi	ᵡ
ast	∗
angle	∠
"o	ö
surd	√
root	√
sqrt	√
cbrt	∛
xbar	x̄
ftrt	∜
->	→
right	→
to	→
<-	←
left	←
dright	⇒
=>	⇒
Rightarrow	⇒
c->	↪
into	↪
<=	⇐
dleft	⇐
leadsto	↝
supset	⊃
vdash	⊢
vvdash	⊩
vvvdash	⊪
cong	≅
~=	≅
equiv	≡
==	≡
nequiv	≢
~	∼
sim	∼
~~	≈
approx	≈
n~~	≉
napprox	≉
ll	≪
gg	≫
box	□
circ	○
star	⋆
dag	†
ddag	‡
mapsto	↦
|->	↦
propto	∝
cdot	·
aleph	א
imath	ı
partial	∂
sharp	♯
flat	♭
natural	♮
wp	℘
powerset	℘
scriptp	℘
emptyset	∅
ell	ℓ
ldots	…
cdots	⋯
urdots	⋰
drdots	⋱
in	∈
nin	∉
ni	∋
qed	∎
subset	⊂
nsubset	⊄
subseteq	⊆
super	⊃
nsuper	⊅
supereq	⊇
ne	≠
n=	≠
langle	〈
rangle	〉
th	þ
dh	ð
therefore	∴
because	∵
divides	∣
parallel	∥
nparallel	∦
sin	sin
cos	cos
tan	tan
exp	exp
log	log
max	max
min	min
sup	sup
inf	inf
tanh	tanh
sinh	sinh
cosh	cosh
atan	atan
asin	asin
acos	asin
atanh	atanh
asinh	asinh
acosh	acosh
dim	dim
ker	ker
arg	arg
lim	lim
1/2	½,
1/3	⅓	
2/3	⅔s
1/4	¼
3/4	¾
1/5	⅕
2/5	⅖
3/5	⅗
4/5	⅘
1/6	⅙
5/6	⅚
1/8	⅛
3/8	⅜
5/8	⅝
7/8	⅞
downarrow	↓
ddownarrow	⇓
uparrow	↑
uuparrow	⇑
searrow	↘
swarrow	↙
nearrow	↗
nwarrow	↖
leftrightarrow	↔
<->	↔
<=>	⇔
cap	∩
intersect	∩
cup	∪
union	∪
sqcup	⊔
[[	⟦
]]	⟧
CC	ℂ
HH	ℍ
NN	ℕ
QQ	ℚ
RR	ℝ
ZZ	ℤ
par	⅋
deg	°
sqcap	⊓
sqcup	⊔
lfloor	⌊
|_	⌊
rfloor	⌋
_|	⌋
ENDCHARACTER