Latex formula insert record

Insertion of Roman numerals

insert:

\RNum{2}

You can get the Roman numeral 2. The
premise is that there is this sentence at the beginning of the article:

\newcommand{\RNum}[1]{\uppercase\expandafter{\romannumeral #1\relax}}

Insertion of formulas: superscript and subscript

$$
x_k^i
$$

Subscripts and subscripts can be inserted at the same time, the
effect is as follows
xki x_k^ixki

Commonly used Greek letters tao, tau, t, fai, phi

write:

$\tau$

Effect:
τ \tauτ
writing:

$\phi$

Effect:
ϕ \phiϕ
There is a blogger who has done a good job in organizing the Greek letters, and recommends: thewriting of the Greek letters in latex

Score input

enter:

$$
a_k^i=\frac{num}{den}
$$

Effect:
aki = numden a_k^i=\frac{num}{den}aki=d e nn u m

Points input

enter:

$$
\int_{min}^{max}f(x)dx
$$

The effect is as follows:
∫ minmaxf (x) dx \int_{min}^{max}f(x)dxm i nmaxf(x)dx

Writing

enter:

$$
x^{\prime}
$$

Effect:
x ′ x^{\prime}x

Use cases to implement multi-line formulas in braces

Method one
input:

$$f(x)=
\begin{cases}
x& \text{x>0}\\
0& \text{x=0}\\
-x& \text{x<0}
\end{cases}$$

效果:
f ( x ) = { x x>0 0 x=0 − x x<0 f(x)= \begin{cases} x& \text{x>0}\\ 0& \text{x=0}\\ -x& \text{x<0} \end{cases} f(x)=x0xx>0x=0x<0
Method two
input:

\begin{equation}  
\left\{  
\begin{array}{lr}  
v=v+1&  \\  
s=s+1& v_k^i\leq{v_k^{\prime}}\\    
\end{array}  
\right.  
\end{equation}

效果:
{ v = v + 1 s = s + 1 v k i ≤ v k ′ \left\{ \begin{array}{lr} v=v+1& \\ s=s+1& v_k^i\leq{v_k^{\prime}}\\ \end{array} \right. { v=v+1s=s+1vkivk

Less than or equal to and greater than or equal to

enter:

$\geq$
$\leq$

Effect:
≥ \geq
≤ \leq

Square root

enter:

$$
y=\sqrt{x}
$$

Effect:
y = xy=\sqrt{x}Y=x

multiplication

Dot multiplication
input:

$$
a\cdot b
$$

Effect:
a ⋅ ba\cdot bab
Cross product
Input:

$$
a\times b
$$

Effect:
a × ba\times ba×b

curly braces

enter:

$\lbrace x \rbrace$

Effect:
{x} \lbrace x \rbrace{ x }
Continuously update, slowly accumulate

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Origin blog.csdn.net/qq_43511299/article/details/113062997