在 OneNote 中使用线性格式输入数学公式
若要对齐公式数组,您可以使用 @ 和 &:
\eqarray(x+1&=2@1+2+3+y&=z@3/x&=6)<space>
将被解析为:
示例 |
线性格式 |
合成格式 |
向量 |
(abc)\vec<space><space> |
|
(abc)\hat<space><space> |
|
|
带框公式 |
\rect(a/b)<space> |
|
括号 |
(a+b/c)<space> |
|
{a+b/c}<space> |
|
|
带分隔符的括号 |
{a/b\vbar<space>x+y\vbar<space>}<space> |
|
分数 |
a/(b+c)<space> |
|
LeftSubSup |
_a^b<space>x<space> |
|
限制 |
lim_(n->\infty)<space>n |
|
矩阵 |
(\matrix(a&b@&c&d))<space> |
|
N 元 |
\iint_(a=0)^\infty<space><space>a |
|
顶线/底线 |
\overbar(abc)<space> |
|
\overbrace(a+b)<space> |
|
|
根式 |
\sqrt(5&a^2)<space> |
|
数学符号
键入以下的代码后,键入一个标点标记,或者按空格键或回车,就会转换成对应的数学字符。
注意: 代码区分大小写。
获得符号 |
键入 |
|
… |
|
\above |
|
\aleph |
|
\alpha |
|
\Alpha |
|
\amalg |
|
\angle |
|
\approx |
|
\asmash |
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\ast |
|
\asymp |
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\atop |
|
\bar |
|
\Bar |
|
\begin |
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\below |
|
\bet |
|
\beta |
|
\Beta |
|
\bot |
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\bowtie |
|
\box |
|
\bra |
|
\breve |
|
\bullet |
|
\cap |
|
\cbrt |
|
\cdot |
|
\cdots |
|
\check |
|
\chi |
|
\Chi |
|
\circ |
|
\close |
|
\clubsuit |
|
\coint |
|
\cong |
|
\cup |
|
\dalet |
|
\dashv |
|
\dd |
|
\Dd |
|
\ddddot |
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\dddot |
|
\ddot |
|
\ddots |
|
\degree |
|
\delta |
|
\Delta |
|
\diamond |
|
\diamondsuit |
|
\div |
|
\dot |
|
\doteq |
|
\dots |
|
\downarrow |
|
\Downarrow |
|
\dsmash |
|
\ee |
|
\ell |
|
\emptyset |
|
\end |
|
\epsilon |
|
\Epsilon |
|
\eqarray |
|
\equiv |
|
\eta |
|
\Eta |
|
\exists |
|
\forall |
|
\funcapply |
|
\gamma |
|
\Gamma |
|
\ge |
|
\geq |
|
\gets |
|
\gg |
|
\gimel |
|
\hat |
|
\hbar |
|
\heartsuit |
|
\hookleftarrow |
|
\hookrightarrow |
|
\hphantom |
|
\hvec |
|
\ii |
|
\iiint |
|
\iint |
|
\Im |
|
\in |
|
\inc |
|
\infty |
|
\int |
|
\iota |
|
\Iota |
|
\jj |
|
\kappa |
|
\Kappa |
|
\ket |
|
\lambda |
|
\Lambda |
|
\langle |
|
\lbrace |
|
\lbrack |
|
\lceil |
|
\ldivide |
|
\ldots |
|
\le |
|
\leftarrow |
|
\Leftarrow |
|
\leftharpoondown |
|
\leftharpoonup |
|
\leftrightarrow |
|
\Leftrightarrow |
|
\leq |
|
\lfloor |
|
\ll |
|
\mapsto |
|
\matrix |
|
\mid |
|
\models |
|
\mp |
|
\mu |
|
\Mu |
|
\nabla |
|
\naryand |
|
\ne |
|
\nearrow |
|
\neq |
|
\ni |
|
\norm |
|
\nu |
|
\Nu |
|
\nwarrow |
|
\o |
|
\O |
|
\odot |
|
\oiiint |
|
\oiint |
|
\oint |
|
\omega |
|
\Omega |
|
\ominus |
|
\open |
|
\oplus |
|
\otimes |
|
\over |
|
\overbar |
|
\overbrace |
|
\overparen |
|
\parallel |
|
\partial |
|
\phantom |
|
\phi |
|
\Phi |
|
\pi |
|
\Pi |
|
\pm |
|
\pppprime |
|
\ppprime |
|
\pprime |
|
\prec |
|
\preceq |
|
\prime |
|
\prod |
|
\propto |
|
\psi |
|
\Psi |
|
\qdrt |
|
\quadratic |
|
\rangle |
|
\ratio |
|
\rbrace |
|
\rbrack |
|
\rceil |
|
\rddots |
|
\Re |
|
\rect |
|
\rfloor |
|
\rho |
|
\Rho |
|
\rightarrow |
|
\Rightarrow |
|
\rightharpoondown |
|
\rightharpoonup |
|
\sdivide |
|
\searrow |
|
\setminus |
|
\sigma |
|
\Sigma |
|
\sim |
|
\simeq |
|
\slashedfrac |
|
\smash |
|
\spadesuit |
|
\sqcap |
|
\sqcup |
|
\sqrt |
|
\sqsubseteq |
|
\sqsuperseteq |
|
\star |
|
\subset |
|
\subseteq |
|
\succ |
|
\succeq |
|
\sum |
|
\superset |
|
\superseteq |
|
\swarrow |
|
\tau |
|
\Tau |
|
\theta |
|
\Theta |
|
\times |
|
\to |
|
\top |
|
\tvec |
|
\ubar |
|
\Ubar |
|
\underbar |
|
\underbrace |
|
\underparen |
|
\uparrow |
|
\Uparrow |
|
\updownarrow |
|
\Updownarrow |
|
\uplus |
|
\upsilon |
|
\Upsilon |
|
\varepsilon |
|
\varphi |
|
\varpi |
|
\varrho |
|
\varsigma |
|
\vartheta |
|
\vbar |
|
\vdash |
|
\vdots |
|
\vec |
|
\vee |
|
\vert |
|
\Vert |
|
\vphantom |
|
\wedge |
|
\wp |
|
\wr |
|
\xi |
|
\Xi |
|
\zeta |
|
\Zeta |
(零宽间隔) |
\zwsp |
|
-+ |
|
+- |
|
<- |
|
<= |
|
-> |
|
>= |
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