Markdown’s Sulky operation (1)

markdown

• Other contents of the series

✓ The popular manipulation of markdown (1) ✓ Popular manipulation of latex (2)Copy the code

• In this paper, the target
  • It mainly introduces markdown anchor points, index footnotes, check box and selection box, table display position and symbol display position, drawing flow chart
  • Some commonly used markdown commands

The anchor

• Home directory setting anchor point:

  • Return to home directory:[#markdown]-The higher the title

• Anchor points set in the paper:

  • Set anchor points:<b id=" anchor test 1"> Set anchor 1</b>–Set anchor point 1
  • Reference anchor point:[Anchor test 1](# anchor test 1)-Anchor point test 1
  • Set anchor point 2:<a name=" anchor test 2"> Set anchor 2</a>-Set anchor point 2
  • Reference anchor point:<a href="#锚点测试2">锚点测试2</a>-Anchor test 2

• Markdown sets the anchor point. GIF

  

Index & footnote

• This is an index test

  • Set up the index^ [1] : https://zhuanlan.zhihu.com/p/400027233 "insight into your server performance." "
  • Navigate to Insight into Your Server Performance by referencing the index^ [1]-1 ^
  • Reference the index to navigate to “Keyword Extraction”(2 ^]-2 ^

• This is a footnote test

  • Set the footnotes[^1]: Here is footnote 1
  • Footnote. There’s a footnote here[^ 1]– > footnotes¹.
  • Footnote. There’s a footnote here[^ 2)– > footnotes².

• Markdown sets indexes and footnotes

The hook

• Optional box source

* [x] check * [] discheck <ul> <li class="task-list-item"><input type="checkbox"> Java</li> <li class="task-list-item"><input type="checkbox" disabled="" checked=""> Php</li> </ul>Copy the code

• check
• discheck

• Java
• Php

• Check and cross

✓  
✗
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✓

✗

• Check images are available on Github

toDo | date
:------------ | :-------------
:white_check_mark: | :heavy_check_mark:
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Table display position

• Table on the left

%%html <style> table {margin-left: 0 ! important; } </style>Copy the code

abc	def
bar
bar	baz

Character position

$\sum_{I =1 \to \infty}^{\infty}$Copy the code

$\sum_{i=1 \to \infty}^{\infty}$

$\ displayStyle \sum_{I =1 \to \infty}^{\infty}$Copy the code

$\displaystyle \sum_{i=1 \to \infty}^{\infty}$

$\sum\limits_{I =1 \to \infty}^{\infty}$Copy the code

$\sum\limits_{i=1 \to \infty}^{\infty}$

$\sum\nolimits_{I =1 \to \infty}^{\infty}$Copy the code

$\sum\nolimits_{i=1 \to \infty}^{\infty}$

Piecewise function, derivation function

$$\begin{aligned} P_1 &= P(X_n=i_n|X_0=i_0,X_1=i_1,\dots,X_{n-1}=i_{n-1})P(X_0=i_0,X_1=i_1,\dots,X_{n-1}=i_{n-1}) \\&= P_ {i_ (n - 1} i_n} P (X_0 = i_0, X_1 = i_1, \ dots, X_ {}, n - 1 = i_ {}, n - 1)} {aligned \ \ end tag derivated} {function $$Copy the code

$$\begin{aligned} P(X_0=i_0,\dots,X_n=i_n)&=P(X_n=i_n|X_0=i_0,\dots,X_{n-1}=i_{n-1})P(X_0=i_0,X_1=i_1,\dots,X_{n-1}=i_{n-1}) \\ P (X_0 = i_0, \ dots, X_n = i_n) & = p_ {i_ i_n} {n - 1} P (X_0 = i_0, \ dots, X_ {}, n - 1 = i_ {}, n - 1)} {aligned \ \ end tag alignment} {equation $$Copy the code

$$dp[i][j] = \begin{cases} 0 & j = 0 \\ \min\{ dp[i][k] + dp[(i+ k + 1) \% n][j - k - 1] + sum(i,j) \} & 0 \leq k < j \end{cases} \tag{segment function}$$Copy the code

The flow chart

Graph LR (square) - - > B (rounded corners) - > B C condition of {A} -- > C | A | = 1 D results of [1] -- > C | A = 2 | E [result] 2 F [transverse flow diagram]Copy the code

Matrix formula

$$\begin{bmatrix}
{p_{11}}&{p_{12}}&{\cdots}&{p_{1m}}\\
{p_{21}}&{p_{22}}&{\cdots}&{p_{2m}}\\
{\vdots}&{\vdots}&{\ddots}&{\vdots}\\
{p_{m1}}&{p_{m2}}&{\cdots}&{p_{mm}}\\
\end{bmatrix}$$
Copy the code

Code block & splitter line

# This is a code block for R
library(ggplot)
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---

# This is a python code block
import pandas as pd
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Other common markdown commands

• The Greek letter

The input	According to	The input	According to	The input	According to	The input	According to
\alpha	$\alpha$	\rho	$\rho$	\beta	$\beta$	\Sigma	$\Sigma$
\gamma	$\gamma$	\Gamma	$\Gamma$	\delta	$\delta$	\Delta	$\Delta$
\epsilon	$\epsilon$	\sigma	$\sigma$	\zeta	$\zeta$	\tau	$\tau$
\eta	$\eta$	\tau	$\tau$	theta	$\theta$	\Theta	$\Theta$
\iota	$\iota$	\kappa	$\kappa$	\phi	$\phi$	\Phi	$\Phi$
\lambda	$\lambda$	\Lambda	$\Lambda$	\mu	$\mu$	\chi	$\chi$
\nu	$\nu$	N		\xi	$\xi$	\Xi	$\Xi$
\upsilon	$\upsilon$	\Upsilon	$\Upsilon$	\pi	$\pi$	\Pi	$\Pi$
\psi	$\psi$	\Psi	$\Psi$	\omega	$\omega$	\Omega	$\Omega$

• A collection of character

The input	According to	The input	According to	The input	According to
\emptyset	$\emptyset$	\in	$\in$	\notin	$\notin$
\subset	$\subset$	\supset	$\supset$	\subseteq	$\subseteq$
\supseteq	$\supseteq$	\bigcap	$\bigcap$	\bigcup	$\bigcup$
\bigvee	$\bigvee$	\bigwedge	$\bigwedge$	\biguplus	$\biguplus$
\because	$\because$	\therefore	$\therefore$
\forall	$\forall$	\exists	$\exists$	\not\subset	$\not\subset$
\not<	$\not<$	\not>	$\not>$	\not=	$\not=$

• The derivative of the integral

The input	According to	The input	According to	The input	According to
\int	$\int$	\iint	$\iint$	\iiint	$\iiint$
\iiiint	$\iiiint$	\oint	$\oint$	\prime	$\prime$
\lim	$\lim$	\infty	$\infty$	\nabla	$\nabla$

latext