Directory title
-
- Example
-
- approximately equal to
- inequality sign
- Less than or equal to, greater than or equal to Not equal to
- Multiplication sign
- Click and multiply
- division sign
- plus or minus sign
- endless
- Sum
- tiring
- Greek alphabet
- arrow
- Integral, double integral, curve integral
- Trigonometric functions
- gradient
- Because Therefore
- arbitrariness and existence
- Belong and not belong
- subset, proper subset, empty set
- Intersection and union
- Logical OR and Logical AND
- expected value
- average value
- Ellipsis
- brackets
-
- Parentheses
- big parantheses
- Fraction
- Prescribe a prescription
- vector
- limit
- Derivative
- equation set
- matrix
- Logarithmic notation
- vertical line
- round
- Kronecker product
- XOR
- code
Example
The code is attached at the end
Approximately equal to
≈
\approx
≈
unequal sign
=?
?
\\
ot=\ \\
ot
=
Less than or equal to, greater than or equal to, not equal to
≤
\leq
≤
≥
\geq
≥
≠
\\
eq
=
Multiplication sign
×
\times
×
Click multiplication
?
\cdot\
?
Division sign
÷
\div
÷
Positive and negative signs
±
\pm
±
Infinity
∞
\infty
∞
Sum
∑
\sum
∑
Cumulative multiplication
∏
\prod
∏
Greek letters
α
β
γ
π
\alpha\ \beta\ \gamma\ \pi
αβγπ
Arrow
←
→
\leftarrow\ \rightarrow
←→
Integral, double integral, curve integral
∫
\int
∫
?
\iint
?
∮
\oint
∮
∫
2
a
x
+
1
d
x
\int_2^{a}x + 1dx
∫2a?x + 1dx
Trigonometric functions
⊥
∠
3
0
°
sin
?
cos
?
tan
?
\bot\ \angle\ 30^\circ\ \sin\ \cos\ \tan\
⊥∠30°sincostan
Gradient
?
\\
abla
?
Because, so
∵
\because
∵
∴
\therefore
∴
Arbitrary and existence
?
\forall
? and
?
\exists
?
Belongs and does not belong
∈
\in
∈ and
?
\\
otin
∈/
Subset, proper subset, empty set
?
\subset
?,
?
\subseteq
?,
?
\emptyset
?
Intersection and union
?
\bigcap
? and
?
\bigcup
?
Logical OR and Logical AND
?
\bigvee
? and
?
\bigwedge
?
Expected value
y
^
\hat{y}
y^?
Average
a
+
b
+
c
+
d
￣
\overline{a + b + c + d}
a + b + c + d?
Ellipsis
2
…
2
2\dots2
2…2
2
…
2
2\ldots2
2…2
2
?
2
2\cdots2
2?2
2
?
2
2\vdots2
2?2
2
?
2
2\ddots2
2?2
Brackets
Parentheses
f
(
s
)
f(s)
f(s)
Braces
y
∈
{
1
,
2
,
3
}
y\in\{1,2,3\}
y∈{1,2,3}
####brackets
(
1
2
)
(\sqrt {1 \over 2})
(twenty one?
(
1
2
)
\left(\sqrt {1\over2}\right)
(twenty one?
Score
1
?
x
2
?
x
\frac{1-x}{2-x}
2?x1?x?
x
x
?
1
x\over{x-1}
x?1x?
Prescription
9
\sqrt{9}
9
9
3
\sqrt[3]{9}
39
Vector
x
?
\vec{x}
x
Extreme
lim
?
x
→
+
∞
1
?
x
2
?
x
\lim_{x\rightarrow + \infty}\frac{1-x}{2-x}
x→ + ∞lim?2?x1?x?
Derivation
y
‘
=
n
×
s
n
?
1
y \prime=n×s{n-1}
y′=n×sn?1
System of equations
{
x
+
1
=
2
x
?
y
=
0
\begin{cases} x + 1=2\ x-y=0 \end{cases}
{x + 1=2x?y=0?
Matrix
1
2
3
4
5
6
1
2
3
\begin{matrix} 1 & amp;2 & amp;3\ 4 & amp;5 & amp;6\ 1 & amp;2 & amp;3\ \end{matrix }
141?252?363?
A
=
[
1
2
3
4
5
6
1
2
3
]
A=\left[\begin{matrix} 1 & amp;2 & amp;3\ 4 & amp;5 & amp;6\ 1 & amp;2 & amp;3\\ \ \end{matrix}\right]
A=
Logarithmic notation
log
?
lg
?
ln
?
\log\ \lg\ \ln
loglgln
Vertical line
∣
\mid
∣
Circle
°
\circ
°
Kronecke product
?
\bigotimes
?
XOR
?
\bigoplus
?
Code
### is approximately equal to
$\approx$
### inequality sign
$$
\\
ot=\
\\
ot
$$
### Less than or equal to, greater than or equal to, not equal to
$\leq$ $\geq$ $\\
eq$
### Multiplication sign
$$
\times
$$
### Click Multiply
$$
\cdot\
$$
### Division sign
$$
\div
$$
### Positive and negative sign
$\pm$
### Infinite
$\infty$
### Sum
$$
\sum
$$
### Multiplication
$$
\prod
$$
### Greek alphabet
$$
\alpha\
\beta\
\gamma\
\pi
$$
### Arrow
$$
\leftarrow\
\rightarrow
$$
### Integral, double integral, curve integral
$\int$ $\iint$ $\oint$
$$
\int_2^{<!-- -->a}x + 1dx
$$
### Trigonometric functions
$$
\bot\
\angle\
30^\circ\
\sin\
\cos\
\tan\
$$
### Gradient
$\\
abla$
### Because Therefore
$\because$ $\therefore$
### Arbitrary and existence
$\forall$ and $\exists$
### Belong and not belong
$\in$ and $\\
otin$
### Subset, proper subset, empty set
$\subset$, $\subseteq$, $\emptyset$
### Intersection and Union
$\bigcap$ and $\bigcup$
### Logical OR and Logical AND
$\bigvee$ and $\bigwedge$
### Expected value
$\hat{<!-- -->y}$
### Average
$\overline{<!-- -->a + b + c + d}$
### Ellipses
$2\dots2$
$2\ldots2$
$2\cdots2$
$2\vdots2$
$2\ddots2$
### Brackets
#### Parentheses
$f(s)$
#### big parantheses
$y\in\{<!-- -->1,2,3\}$
####Brackets
$(\sqrt {<!-- -->1 \over 2})$
$\left(\sqrt {<!-- -->1\over2}\right)$
### Fraction
$\frac{<!-- -->1-x}{<!-- -->2-x}$
$$
x\over{<!-- -->x-1}
$$
### Prescription
$$
\sqrt{<!-- -->9}
$$
$$
\sqrt[3]{<!-- -->9}
$$
### Vector
$$
\vec{<!-- -->x}
$$
### Limit
$$
\lim_{<!-- -->x\rightarrow + \infty}\frac{<!-- -->1-x}{<!-- -->2-x}
$$
### Seeking derivation
$$
y \prime=n×s{<!-- -->n-1}
$$
### equation set
$$
\begin{<!-- -->cases}
x + 1=2\
x-y=0
\end{<!-- -->cases}
$$
### Matrix
$$
\begin{<!-- -->matrix}
1 & amp;2 & amp;3\
4 &5&6\
1 & amp;2 & amp;3\
\end{<!-- -->matrix}
$$
$$
A=\left[\begin{<!-- -->matrix}
1 & amp;2 & amp;3\
4 &5&6\
1 & amp;2 & amp;3\
\end{<!-- -->matrix}\right]
$$
### Logarithmic notation
$$
\log\
\lg\
\ln
$$
### Vertical line
$\mid$
### round
$\circ$
### Kronecker product
$\bigotimes$
### XOR
$\bigoplus$