Latex公式用法

其实latex语法都是通用的,无论用在markdown还是哪里,都是一样的.

本文详解了包括字母修饰符,公式数学运算发,希腊字母,方程组和矩阵的格式并给出实例

字母修饰符号

效果 语法 效果 语法
\(\hat{ab}\) \hat{ab} \(\widehat{ab}\) \widehat{a}
\(\tilde{ab}\) \tilde{a} \(\widetilde{ab}\) \widetilde{a}
\(\dot{a}\) \dot{a} \(\ddot{a}\) \ddot{a}
\(\underline{abc}\) \underline{abc} \(\overline{ab}\) \overline{ab}
\(\overbrace{abc}\) \overbrace{abc} \(\underbrace{abc}\) \underbrace{abc}
\(\vec{ab}\) \vec{ab} \(\breve{ab}\) \breve{ab}
\(\overrightarrow{ab}\) \overrightarrow{ab} \(\overleftarrow{ab}\) \overleftarrow{ab}
\(\overset\frown{ab}\) \overset\frown{ab} \(\frac{3}{4}\) \frac{3}{4}
\(\bar{a}\) \bar{a} \(\acute{a}\) \acute{a}
\(\check{a}\) \check{a} \(\grave{a}\) \grave{a}
\(\parallel\perp\) \parallel\perp \(\angle\circ\) \angle\circ
\(\measuredangle\sphericalangle\) \measuredangle\sphericalangle \(\nparallel\not\perp\) \nparallel\not\perp

公式数学运算符号

效果 语法 效果 语法
\(\sum\approx\) \sum\approx \(\prod\approxeq\) \prod\approxeq
\(\lim_{y}^{1}\) \lim_{y}^{1} \(\int_{y}^{z}\) \int_{y}^{z}
\(\sum_{1}^{2}\) \sum_{1}^{2} \(\prod_{3}^{4}\) \prod_{3}^{4}
\(\sqrt{3}\gg\) \sqrt{3}\gg \(\sqrt[3]{4}\ll\) \sqrt[3]{4}\ll
\(\neq\equiv\leq\) \neq\equiv\leq \(\infty\to\geq\) \infty\to\geq
\(\cdots\vdots\) \cdots\vdots \(\ldots\ddots\) \ldots\ddots
\(\in\not\in\) \in\not\in \(\subset\subsetneqq\) \subset\subsetneqq
\(\not\subset\cup\cap\) \not\subset\cup\cap \(\supset\supsetneqq\) \supset\supsetneqq
\(a\setminus b\) \setminus b \(\mathbb{R}\emptyset\) $\mathbb{R}\emptyset$
\(\cdot\times\div\) \cdot\times\div \(\partial\nabla f\) \partial\nabla f

希腊字母

效果 语法 效果 语法 效果 语法 效果 语法
\(\alpha\) \alpha \(\beta\) \beta \(\gamma\) \gamma \(\delta\) \delta
\(\Alpha\) \Alpha \(\Beta\) \Beta \(\Gamma\) \Gamma \(\Delta\) \Delta
\(\epsilon\) \epsilon \(\zeta\) \zeta \(\eta\) \eta \(\theta\) \theta
\(\Epsilon\) \Epsilon \(\Zeta\) \Zeta \(\Eta\) \Eta \(\Theta\) \Theta
\(\lambda\) \lambda \(\mu\) \mu \(\xi\) \xi \(\nu\) \nu
\(\Lambda\) \Lambda \(\Mu\) \Mu \(\Xi\) \Xi \(\Nu\) \Nu
\(\pi\) \pi \(\rho\) \rho \(\sigma\) \sigma \(\tau\) \tau
\(\Pi\) \Pi \(\Rho\) \Rho \(\Sigma\) \Sigma \(\Tau\) \Tau
\(\upsilon\) \upsilon \(\phi\) \phi \(\psi\) \psi \(\omega\) \omega
\(\Upsilon\) \Upsilon \(\Phi\) \Phi \(\Psi\) \psi \(\Omega\) \Omega

方程组和矩阵

常用的环境有 matrix,bmatrix,vmatrix,pmatrix,cases,split,其区别为在于外面的括号不同.&用于分隔列,

环境 效果 环境 效果
matrix 不带括号矩阵 bmatrix [12]矩阵
vmatrix |12|矩阵 pmatrix (12)矩阵
cases {12 方程组 split &12 &对齐
$$
\begin{bmatrix}
1&2&\cdots \\
2&3&\cdots \\
\vdots&\vdots&\ddots
\end{bmatrix}
$$

\[ \begin{bmatrix} 1&2&\cdots \\ 2&3&\cdots \\ \vdots&\vdots&\ddots \end{bmatrix} \]

$$
f(x)=\begin{cases}
1_2&\lim\limits_3&\cdots \\
2&3&\cdots \\
\vdots&\vdots&\ddots
\end{cases}
$$

\[ f(x)=\begin{cases} 1_2&\lim\limits_3&\cdots \\ 2&3&\cdots \\ \vdots&\vdots&\ddots \end{cases} \]

split环境配合&可以把公式对齐

$$
\begin{split}
\cos 2x & =\cos^2x-\sin^2x \\
1 & =2\cos^2x-1
\end{split}
$$

\[ \begin{split} \cos 2x & =\cos^2x-\sin^2x \\ 1 & =2\cos^2x-1 \end{split} \]

align环境实现公式自动编号,配合&可以把公式对齐,配合

$$
\begin{align}
\cos 2x &=\cos^2x-\sin^2x \tag{1.2} \\
1 &=2\cos^2x-1 \tag{1.3}
\end{align}
$$

\[ \begin{align} \cos 2x &=\cos^2x-\sin^2x \tag{1.2} \\ 1 &=2\cos^2x-1 \tag{1.3} \end{align} \]