LaTeX笔记

目录

希腊字母

数学符号

杂项

希腊字母

大写 \(\LaTeX\)对应代码 小写 \(\LaTeX\)对应代码
\(\Alpha\) \Alpha \(\alpha\) \alpha
\(\Beta\) \Beta \(\beta\) \beta
\(\Gamma\) \Gamma \(\gamma\) \gamma
\(\Delta\) \Delta \(\delta\) \delta
\(\Epsilon\) \Epsilon \(\epsilon\) \epsilon \(\varepsilon\) \varepsilon
\(\Zeta\) \Zeta \(\zeta\) \zeta
\(\Eta\) \Eta \(\eta\) \eta
\(\Theta\) \Theta \(\theta\) \theta \(\vartheta\) \vartheta
\(\Iota\) \Iota \(\iota\) \iota
\(\Kappa\) \Kappa \(\kappa\) \kappa
\(\Lambda\) \Lambda \(\lambda\) \lambda
\(\Mu\) \Mu \(\mu\) \mu
\(\Nu\) \Nu \(\nu\) \nu
\(\Xi\) \Xi \(\xi\) \xi
\(\Omicron\) \Omicron \(\omicron\) \omicron
\(\Pi\) \Pi \(\pi\) \pi
\(\Rho\) \Rho \(\rho\) \rho \(\varrho\) \varrho
\(\Sigma\) \Sigma \(\sigma\) \sigma
\(\Tau\) \Tau \(\tau\) \tau
\(\Upsilon\) \Upsilon \(\upsilon\) \upsilon
\(\Phi\) \Phi \(\phi\) \phi \(\varphi\) \varphi
\(\Chi\) \Chi \(\chi\) \chi
\(\Psi\) \Psi \(\psi\) \psi
\(\Omega\) \Omega \(\omega\) \omega

数学符号

\(\operatorname{a function}\) \operatorname{a function}
\(a\equiv b\pmod{p}\) a\equiv b\pmod{p}
\(a\bmod p\) a\bmod p
\(\forall\exists\empty\emptyset\varnothing\) \forall\exists\empty\emptyset\varnothing
\(\in\ni\subset\subseteq\subsetneq\supset\supseteqq\) \in\ni\subset\subseteq\subsetneq\supset\supseteqq
\(\cap\bigcap\cup\bigcup\biguplus\setminus\smallsetminus\) \cap\bigcap\cup\bigcup\biguplus\setminus\smallsetminus
\(\sqsubset\sqcap\bigsqcup\) \cap\bigcap\cup\bigcup\biguplus\setminus\smallsetminus
\(\oplus\bigoplus\pm\mp\) \oplus\bigoplus\pm\mp
\(\times\otimes\bigotimes\cdot\circ\bullet\bigodot\) \times\otimes\bigotimes\cdot\circ\bullet\bigodot
\(\star\div\frac{a}{b}\) \star\div\frac{a}{b}
\(\land\and\wedge\bigwedge\lor\or\vee\bigvee\lnot\neg\And\) \land\and\wedge\bigwedge\lor\or\vee\bigvee\lnot\neg\And
\(\sqrt{a}\sqrt[n]{a}\) \sqrt{a}\sqrt[n]{a}
\(\sim\approx\simeq\cong\dot=\overset{\underset{\mathrm{def}}{}}{=}\) \sim\approx\simeq\cong\dot=\overset{\underset{\mathrm{def}}{}}{=}
\(\le\ll\ge\gg\leqq\geqq\) \le\ll\ge\gg\leqq\geqq
\(\geqslant\eqslantgtr\gtrsim\gtrapprox\) \geqslant\eqslantgtr\gtrsim\gtrapprox
\(\vec{a}\overleftarrow{ab}\overrightarrow{ab}\) \vec{a}\overleftarrow{ab}\overrightarrow{ab}
\(\overbrace{x_1,x_2,\dots x_n}\) \overbrace{x_1,x_2,\dots x_n}
\(\begin{matrix}n\\\overbrace{x_1,x_2,\dots x_n}\end{matrix}\) \begin{matrix}n\\\overbrace{x_1,x_2,\dots x_n}\end{matrix}
\(\underbrace{x_1,x_2,\dots x_n}\) \underbrace{x_1,x_2,\dots x_n}
\(\sum_{a}^{b}\prod_{a}^{b}\coprod_{a}^{b}\) \underbrace{x_1,x_2,\dots x_n}
\(\langle \rangle\) \langle \rangle

杂项

\(\acute{a}\grave{a}\hat{a}\tilde{a}\breve{a}\) \acute{a}\grave{a}\hat{a}\tilde{a}\breve
\(\check{a}\bar{a}\ddot{a}\dot{a}\) \check{a}\bar{a}\ddot{a}\dot
\(\dots\cdots\vdots\ddots\) \cdot\dots\cdots\vdots\ddots
posted @ 2020-11-22 22:11  shanxizeng  阅读(138)  评论(0编辑  收藏  举报
广告位招商,有意者请联系