Saturday, 6 August 2016

All Mathematical Symbols Name List

All Mathematical Symbols Name List,Mathematical Symbols defintion,Mathematical Symbols meaning,Mathematical Symbols names,symbol names,maths symbol names,how to learn maths symbol,insert match symbol,master of mathematics,maths logo,sign maths,maths sign and names,all symbol names,education,thesis,equation name,list of maths symbol,defintion,full review,all symbol with meaning,maths symbol Symbol Symbol Name  Symbol Symbol Name = equals sign  | perpendicular ≠ not equal sign  || parallel > strict inequality  ≅ congruent to < strict inequality  ~ similarity ≥ inequality  Δ triangle ≤ inequality  |x-y| distance ( ) parentheses  π pi constant  [ ] brackets  rad radians + plus sign  grad grads − minus sign  x x variable ± plus - minus  ≡ equivalence ∓ minus - plus  ≜ equal by definition * asterisk  := equal by definition × times sign  ~ approximately equal ∙ multiplication dot  ≈ approximately equal ÷ division sign / obelus  ∝ proportional to / division slash  ∞ lemniscate – horizontal line  ≪ much less than Mod modulo  ≫ much greater than . period  ( ) parentheses ab power  [ ] brackets a^b caret  { } braces √a square root  x! exclamation mark 3√a cube root  | x | single vertical bar 4√a fourth root  f (x) function of x n√a n-th root (radical)  (f ∘g) function composition % percent  (a,b) open interval ‰ per-mille  [a,b] closed interval ppm per-million  ∆ delta ppb per-billion  ∆ discriminant ppt per-trillion  ∑ sigma ∠ angle  ∑∑ sigma ∟ right angle  ∏ capital pi º degree  E e constant / Euler's number ´ arcminute  Γ Euler-Mascheroni  constant ´´ arcsecond  Φ golden ratio AB line segment  Π pi constant ∙ dot  Q2 median / second quartile × cross  Q3 upper / third quartile A⊗B tensor product  X sample mean [ ] brackets  S 2 sample variance ( ) parentheses  S sample standard deviation | A | determinant  zx standard score det(A) determinant  X ~ distribution of X || x || double vertical bars  N(μ,σ2) normal distribution A T transpose  U(a,b) uniform distribution A † Hermitian matrix  exp(λ) exponential distribution A * Hermitian matrix  gamma(c, λ) gamma distribution A -1 inverse matrix  Χ 2(k) chi-square distribution Rank(A) matrix rank  F (k1, k2) F distribution dim(U) dimension  Bin(n,p) binomial distribution P(A) probability function  Poisson(λ) Poisson distribution P(A ∩ B) probability of events intersection  Geom(p) geometric distribution P(A ∪ B) probability of events union  HG(N,K,n) hyper-geometric distribution P(A | B) conditional probability function  Bern(p) Bernoulli distribution F (x) probability density function (pdf)  N! Factorial F(x) Cumulative distribution function (cdf)  nPk permutation Μ population mean  { } Set E(X) Expectation value  A ∩ B intersection E(X | Y) conditional expectation  A ∪ B union var(X) variance  A ⊆ B subset Σ2 variance  A ⊂ B proper subset / strict subset std(X) standard deviation  A ⊄ B not subset σX standard deviation  A ⊇ B superset   median  A ⊃ B proper superset / strict superset cov(X,Y) covariance  A ⊅ B not superset corr(X,Y) correlation  2A power set ρX,Y correlation  A = B equality ∑ summation  Ac complement ∑∑ double summation  A \ B relative complement Mo mode  A - B relative complement MR mid-range  A ∆ B symmetric difference Md sample median  A ⊖ B symmetric difference Q1 lower / first quartile  a∈A element of x∉A not element of  ∰ closed volume integral (a,b) ordered pair  i imaginary unit A×B cartesian product  Z* complex conjugate |A| cardinality  z complex conjugate #A cardinality  ∇ nabla / del Ø empty set  x * y convolution • and  δ delta function ^ caret / circumflex  ∞ lemniscate & ampersand  α Alpha + plus  β Beta ∨ reversed caret  γ Gamma | vertical line  δ Delta x' single quote  ε Epsilon x bar  ζ Zeta ¬ not  η Eta ! exclamation mark  θ Theta ⊕ circled plus / oplus  ι Iota ~ tilde  κ Kappa ⇒ implies  λ Lambda ⇔ equivalent  μ Mu ↔ equivalent  ν Nu ∀ for all  ξ Xi ∃ there exists  ο Omicron ∄ there does not exists  π Pi ∴ therefore  ρ Rho ∵ because / since  σ Sigma ε epsilon  τ Tau e e constant / Euler's number  υ Upsilon y ' derivative  φ Phi Y '' second derivative  χ Chi Y(n) nth derivative  ψ Psi Dx y derivative  ω Omega Dx2 y second derivative  ∫ Integral ∭ triple integral  ∬ double integral ∮ closed contour / line integral  ∯ closed surface integral


Symbol
Symbol Name

Symbol
Symbol Name
=
equals sign

|
perpendicular
not equal sign

||
parallel
> 
strict inequality

congruent to
< 
strict inequality

~
similarity
inequality

Δ
triangle
inequality

|x-y|
distance
( )
parentheses

π
pi constant


[ ]
brackets

rad
radians
+
plus sign

grad
grads
minus sign

x
x variable
±
plus - minus

equivalence
minus - plus

equal by definition
*
asterisk

:=
equal by definition
×
times sign

~
approximately equal
multiplication dot

approximately equal
÷
division sign / obelus

proportional to
/
division slash

lemniscate
horizontal line

much less than
Mod
modulo

much greater than
.
period

( )
parentheses
ab
power

[ ]
brackets
a^b
caret

{ }
braces
√a
square root

x!
exclamation mark
3√a
cube root

| x |
single vertical bar
4√a
fourth root

f (x)
function of x
n√a
n-th root (radical)

(f g)
function composition
%
percent

(a,b)
open interval
per-mille

[a,b]
closed interval
ppm
per-million

delta
ppb
per-billion

discriminant
ppt
per-trillion

sigma
angle

∑∑
sigma
right angle

capital pi
º
degree

E
e constant / Euler's number
´
arcminute

Γ
Euler-Mascheroni  constant
´´
arcsecond

Φ
golden ratio
AB
line segment

Π
pi constant
dot

Q2
median / second quartile
×
cross

Q3
upper / third quartile
AB
tensor product

X
sample mean
[ ]
brackets

S 2
sample variance
( )
parentheses

S
sample standard deviation
| A |
determinant

zx
standard score
det(A)
determinant

X ~
distribution of X
|| x ||
double vertical bars

N(μ,σ2)
normal distribution
A T
transpose

U(a,b)
uniform distribution
A †
Hermitian matrix

exp(λ)
exponential distribution
A *
Hermitian matrix

gamma(c, λ)
gamma distribution
A -1
inverse matrix

Χ 2(k)
chi-square distribution
Rank(A)
matrix rank

F (k1, k2)
F distribution
dim(U)
dimension

Bin(n,p)
binomial distribution
P(A)
probability function

Poisson(λ)
Poisson distribution
P(A ∩ B)
probability of events intersection

Geom(p)
geometric distribution
P(A  B)
probability of events union

HG(N,K,n)
hyper-geometric distribution
P(A | B)
conditional probability function

Bern(p)
Bernoulli distribution
F (x)
probability density function (pdf)

N!
Factorial
F(x)
Cumulative distribution function (cdf)

nPk
permutation
Μ
population mean

{ }
Set
E(X)
Expectation value

A ∩ B
intersection
E(X | Y)
conditional expectation

 B
union
var(X)
variance

 B
subset
Σ2
variance

 B
proper subset / strict subset
std(X)
standard deviation

 B
not subset
σX
standard deviation

 B
superset
median

 B
proper superset / strict superset
cov(X,Y)
covariance

 B
not superset
corr(X,Y)
correlation

2A
power set
ρX,Y
correlation

A = B
equality
summation

Ac
complement
∑∑
double summation

A \ B
relative complement
Mo
mode

A - B
relative complement
MR
mid-range

A ∆ B
symmetric difference
Md
sample median

 B
symmetric difference
Q1
lower / first quartile

aA
element of
xA
not element of

closed volume integral
(a,b)
ordered pair

i
imaginary unit
A×B
cartesian product

Z*
complex conjugate
|A|
cardinality

z
complex conjugate
#A
cardinality

nabla / del
Ø
empty set

x * y
convolution
·
and

δ
delta function
^
caret / circumflex

lemniscate
&
ampersand

α
Alpha
+
plus

β
Beta
reversed caret

γ
Gamma
|
vertical line

δ
Delta
x'
single quote

ε
Epsilon
x
bar

ζ
Zeta
¬
not

η
Eta
!
exclamation mark

θ
Theta
circled plus / oplus

ι
Iota
~
tilde

κ
Kappa
implies

λ
Lambda
equivalent

μ
Mu
equivalent

ν
Nu
for all

ξ
Xi
there exists

ο
Omicron
there does not exists

π
Pi
therefore

ρ
Rho
because / since

σ
Sigma
ε
epsilon

τ
Tau
e
e constant / Euler's number

υ
Upsilon
y '
derivative

φ
Phi
Y ''
second derivative

χ
Chi
Y(n)
nth derivative

ψ
Psi
Dx y
derivative

ω
Omega
Dx2 y
second derivative

Integral
triple integral

double integral
closed contour / line integral

closed surface integral


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