[希腊字母](#toc)
------------
小写字母
语法
大写字母
语法
αα\\alpha
`$\alpha$`
AAA\\Alpha\\Alpha
`$\Alpha$`
ββββ\\beta
`$\beta$`
BBB\\Beta\\Beta
`$\Beta$`
γγγγ\\gamma
`$\gamma$`
ΓΓΓΓ\\Gamma
`$\Gamma$`
δδδδ\\delta
`$\delta$`
ΔΔΔΔ\\Delta
`$\Delta$`
λλλλ\\lambda
`$\lambda$`
ΛΛΛΛ\\Lambda
`$\Lambda$`
ωωωω\\omega
`$\omega$`
ΩΩΩΩ\\Omega
`$\Omega$`
ψψψψ\\psi
`$\psi$`
ΨΨΨΨ\\Psi
`$\Psi$`
χχχχ\\chi
`$\chi$`
XXX\\Chi\\Chi
`$\Chi$`
ρρρρ\\rho
`$\rho$`
PPP\\Rho\\Rho
`$\Rho$`
ϵϵϵϵ\\epsilon
`$\epsilon$`
EEE\\Epsilon\\Epsilon
`$\Epsilon$`
κκκκ\\kappa
`$\kappa$`
KKK\\Kappa\\Kappa
`$\Kappa$`
ππππ\\pi
`$\pi$`
ΠΠΠΠ\\Pi
`$\Pi$`
ϕϕϕϕ\\phi
`$\phi$`
ΦΦΦΦ\\Phi
`$\Phi$`
σσσσ\\sigma
`$\sigma$`
ΣΣΣΣ\\Sigma
`$\Sigma$`
θθθθ\\theta
`$\theta$`
ΘΘΘΘ\\Theta
`$\Theta$`
υυυυ\\upsilon
`$\upsilon$`
ΥΥΥΥ\\Upsilon
`$\Upsilon$`
ξξξξ\\xi
`$\xi$`
ΞΞΞΞ\\Xi
`$\Xi$`
ττττ\\tau
`$\tau$`
TTT\\Tau\\Tau
`$\Tau$`
ιιιι\\iota
`$\iota$`
III\\Iota\\Iota
`$\Iota$`
ηηηη\\eta
`$\eta$`
HHH\\Eta\\Eta
`$\Eta$`
ζζζζ\\zeta
`$\zeta$`
ZZZ\\Zeta\\Zeta
`$\Zeta$`
μμμμ\\mu
`$\mu$`
MMM\\Mu\\Mu
`$\Mu$`
νννν\\nu
`$\nu$`
NNN\\Nu\\Nu
`$\Nu$`
ϝϝϝϝ\\digamma
`$\digamma$`
ℵℵℵℵ\\aleph
`$\aleph$`
ℷℷℷℷ\\gimel
`$\gimel$`
ℸℸℸℸ\\daleth
`$\daleth$`
ϱϱϱϱ\\varrho
`$\varrho$`
εεεε\\varepsilon
`$\varepsilon$`
ϰϰϰϰ\\varkappa
`$\varkappa$`
ϖϖϖϖ\\varpi
`$\varpi$`
φφφφ\\varphi
`$\varphi$`
ςςςς\\varsigma
`$\varsigma$`
ϑϑϑϑ\\vartheta
`$\vartheta$`
[算符](#toc)
----------
### [基本数学算符](#toc)
算符形式
语法
××××\\times
`$\times$`
÷÷÷÷\\div
`$\div$`
x−−√x−−√xx−−√\\sqrt{x}
`$\sqrt{x}$`
ndndndnd\\frac{n}{d}
`$\frac{n}{d}$`
⋅⋅⋅⋅\\cdot
`$\cdot$`
⋅⋅⋅⋅\\centerdot
`$\centerdot$`
∖∖∖∖\\setminus
`$\setminus$`
%%%%\\%
`$\%$`
∗∗∗∗\\ast
`$\ast$`
$$$$\\$
`$\$$`
∞∞∞∞\\infty
`$\infty$`
±±±±\\pm
`$\pm$`
∓∓∓∓\\mp
`$\mp$`
||||\\lvert
`$\lvert$`
||||\\rvert
`$\rvert$`
∥∥‖∥\\lVert
`$\lVert$`
∥∥‖∥\\rVert
`$\rVert$`
### [关系逻辑算符](#toc)
算符形式
语法
≠≠≠≠\\neq
`$\neq$`
≤≤≤≤\\leq
`$\leq$`
≥≥≥≥\\ge
`$\ge$|`
≡≡≡≡\\equiv
`$\equiv$`
≈≈≈≈\\approx
`$\approx$`
≃≃≃≃\\simeq
`$\simeq$`
≅≅≅≅\\cong
`$\cong$`
≪≪≪≪\\ll
`$\ll$`
≫≫≫≫\\gg
`$\gg$`
∝∝∝∝\\propto
`$\propto$`
∅∅∅∅\\varnothing
`$\varnothing$`
∝∝∝∝\\varpropto
`$\varpropto$`
∣∣∣∣\\mid
`$\mid$`
∣∣∣∣\\shortmid
`$\shortmid$`
∥∥∥∥\\parallel
`$\parallel$`
⊸⊸⊸⊸\\multimap
`$\multimap$`
⊥⊥⊥⊥\\perp
`$\perp$`
⊂⊂⊂⊂\\subset
`$\subset$`
⊃⊃⊃⊃\\supset
`$\supset$`
⊆⊆⊆⊆\\subseteq
`$\subseteq$`
⊇⊇⊇⊇\\supseteq
`$\supseteq$`
⫅⫅⫅⫅\\subseteqq
`$\subseteqq$`
⫆⫆⫆⫆\\supseteqq
`$\supseteqq$`
⊈⊈⊈⊈\\nsubseteq
`$\nsubseteq$`
⊉⊉⊉⊉\\nsupseteq
`$\nsupseteq$`
⫋⫋⫋⫋\\subsetneqq
`$\subsetneqq$`
⫌⫌⫌⫌\\supsetneqq
`$\supsetneqq$`
∪∪∪∪\\cup
`$\cup$`
∩∩∩∩\\cap
`$\cap$`
∈∈∈∈\\in
`$\in$`
∉∉∉∉\\notin
`$\notin$`
∨∨∨∨\\vee
`$\vee$`
∧∧∧∧\\wedge
`$\wedge$`
&&&&\\And
`$\And$`
### [证明算符](#toc)
算符形式
语法
∀∀∀∀\\forall
`$\forall$|`
∃∃∃∃\\exists
`$\exists$|`
→→→→\\to
`$\to$|`
⟺⟺⟺⟺\\iff
`$\iff$|`
∵∵∵∵\\because
`$\because$|`
∴∴∴∴\\therefore
`$\therefore$|`
### [微积分及特殊算子](#toc)
算符形式
语法
\\pounds\\pounds\\pounds\\pounds\\pounds
`$\pounds$`
∂∂∂∂\\partial
`$\partial$`
∇∇∇∇\\nabla
`$\nabla$`
∏∏∏∏\\prod
`$\prod$`
∑∑∑∑\\sum
`$\sum$|`
∫∫∫∫\\int
`$\int$|`
∬∬∬∬\\iint
`$\iint$|`
∭∭∭∭\\iiint
`$\iiint$|`
∮∮∮∮\\oint
`$\oint$|`
∯∯∯\\oiint\\oiint
`$\oiint$|`
∐∐∐∐\\coprod
`$\coprod$|`
ℓℓℓℓ\\ell
`$\ell$|`
FFFF\\mathscr{F}
`$\mathscr{F}$|`
LLLL\\mathscr{L}
`$\mathscr{L}$|`
MMMM\\mathscr{M}
`$\mathscr{M}$|`
ZZZZ\\mathscr{Z}
`$\mathscr{Z}$|`
limx→∞limx→∞limx→∞limx→∞\\lim_{x\\to\\infty}
`$\lim_{x\to\infty}$|`
### [矩阵向量](#toc)
示例
语法
a⃗ a⃗ a→a⃗ \\vec{a}
`$\vec{a}$|`
…………\\ldots
`$\ldots$|`
⋯⋯⋯⋯\\cdots
`$\cdots$|`
⋱⋱⋱⋱\\ddots
`$\ddots$|`
⋮⋮⋮⋮\\vdots
`$\vdots$|`
\[acbd\]\[acbd\]\[abcd\]\[acbd\]\\left\[ \\begin{matrix}a&b\\\c&d\\end{matrix} \\right\]
`$\left[ \begin{matrix}a&b\\c&d\end{matrix} \right]$|`
[数学字母](#toc)
------------
示例
语法
\\mathnormalA\\mathnormalA\\mathnormalA\\mathnormalA\\mathnormal{A}
`$\mathnormal{A}$|`
AAAA\\mathrm{A}
`$\mathrm{A}$|`
AAAA\\mathsf{A}
`$\mathsf{A}$|`
AAAA\\mathbf{A}
`$\mathbf{A}$|`
AAAA\\mathit{A}
`$\mathit{A}$|`
AAAA\\mathtt{A}
`$\mathtt{A}$|`
AAAA\\mathfrak{A}
`$\mathfrak{A}$|`
AAAA\\mathscr{A}
`$\mathscr{A}$|`
AAAA\\mathcal{A}
`$\mathcal{A}$|`
AAAA\\mathbb{A}
`$\mathbb{A}$|`
AAAA\\boldsymbol{A}
`$\boldsymbol{A}$|`
[着重符](#toc)
-----------
示例
语法
a~a~a~a~\\tilde{a}
`$\tilde{a}$|`
a^a^a^a^\\hat{a}
`$\hat{a}$|`
a¯a¯a¯a¯\\bar{a}
`$\bar{a}$|`
a˙a˙a˙a˙\\dot{a}
`$\dot{a}$|`
a¨a¨a¨a¨\\ddot{a}
`$\ddot{a}$`
[箭头](#toc)
----------
示例
语法
示例
语法
示例
语法
→→→→\\rightarrow
`$\rightarrow$|`
←←←←\\leftarrow
`$\leftarrow$|`
→→→→\\to
`$\to$|`
⟺⟺⟺⟺\\iff
`$\iff$|`
⊸⊸⊸⊸\\multimap
`$\multimap$|`
⇒⇒⇒⇒\\Rightarrow
`$\Rightarrow$|`
⇐⇐⇐⇐\\Leftarrow
`$\Leftarrow$|`
⟶⟶⟶⟶\\longrightarrow
`$\longrightarrow$|`
⟹⟹⟹⟹\\Longrightarrow
`$\Longrightarrow$|`
⟵⟵⟵⟵\\longleftarrow
`$\longleftarrow$|`
⟸⟸⟸⟸\\Longleftarrow
`$\Longleftarrow$|`
↑↑↑↑\\uparrow
`$\uparrow$|`
⇑⇑⇑⇑\\Uparrow
`$\Uparrow$|`
↓↓↓↓\\downarrow
`$\downarrow$|`
⇓⇓⇓⇓\\Downarrow
`$\Downarrow$|`
↕↕↕↕\\updownarrow
`$\updownarrow$|`
⇕⇕⇕⇕\\Updownarrow
`$\Updownarrow$|`
↗↗↗↗\\nearrow
`$\nearrow$|`
↖↖↖↖\\nwarrow
`$\nwarrow$|`
↙↙↙↙\\swarrow
`$\swarrow$|`
↘↘↘↘\\searrow
`$\searrow$|`
⟷⟷⟷⟷\\longleftrightarrow
`$\longleftrightarrow$|`
⟺⟺⟺⟺\\Longleftrightarrow
`$\Longleftrightarrow$|`
↭↭↭↭\\leftrightsquigarrow
`$\leftrightsquigarrow$|`
⟼⟼⟼⟼\\longmapsto
`$\longmapsto$|`
↣↣↣↣\\rightarrowtail
`$\rightarrowtail$|`
↢↢↢↢\\leftarrowtail
`$\leftarrowtail$|`
⇢⇢⇢⇢\\dashrightarrow
`$\dashrightarrow$|`
⇠⇠⇠⇠\\dashleftarrow
`$\dashleftarrow$|`
↻↻↻↻\\circlearrowright
`$\circlearrowright$|`
↺↺↺↺\\circlearrowleft
`$\circlearrowleft$|`
↱↱↱↱\\Rsh
`$\Rsh$|`
↰↰↰↰\\Lsh
`$\Lsh$|`
↪↪↪↪\\hookrightarrow
`$\hookrightarrow$|`
↩↩↩↩\\hookleftarrow
`$\hookleftarrow$|`
↷↷↷↷\\curvearrowright
`$\curvearrowright$|`
↶↶↶↶\\curvearrowleft
`$\curvearrowleft$|`
↬↬↬↬\\looparrowright
`$\looparrowright$|`
↫↫↫↫\\looparrowleft
`$\looparrowleft$|`
←a←a←a←a\\xleftarrow{a}
`$\xleftarrow{a}$`
→a→a→a→a\\xrightarrow{a}
`$\xrightarrow{a}$`
\\xleftrightarrowa\\xleftrightarrowa\\xleftrightarrowa\\xleftrightarrowa\\xleftrightarrow{a}
`$\xleftrightarrow{a}$`
a→a→a→a→\\overrightarrow{a}
`$\overrightarrow{a}$`
a←a←a←a←\\overleftarrow{a}
`$\overleftarrow{a}$`
a↔a↔a↔a↔\\overleftrightarrow{a}
`$\overleftrightarrow{a}$`
a→a→a→a→\\underrightarrow{a}
`$\underrightarrow{a}$`
a←a←a←a←\\underleftarrow{a}
`$\underleftarrow{a}$`
a↔a↔a↔a↔\\underleftrightarrow{a}
`$\underleftrightarrow{a}$`
[方程组](#toc)
-----------
fϵ(t)={1ϵ,−ϵ2≤t≤ϵ20,otherwise
fϵ(t)={1ϵ,−ϵ2≤t≤ϵ20,otherwise
fϵ(t)={1ϵ,−ϵ2≤t≤ϵ20,otherwise
fϵ(t)={1ϵ,−ϵ2≤t≤ϵ20,otherwise
f_{\\epsilon}(t) = \\begin{cases} \\frac{1}{\\epsilon}, -\\frac{\\epsilon}{2} \\leq t \\leq \\frac{\\epsilon}{2} \\\ 0, otherwise \\end{cases}
$$
f_{\epsilon}(t) =
\begin{cases}
\frac{1}{\epsilon}, -\frac{\epsilon}{2} \leq t \leq \frac{\epsilon}{2} \\
0, otherwise
\end{cases}
$$
f(t)=(s+1)(s+3)(s+1)(s+2)(s+5)=s+3(s+2)(s+5)
f(t)=(s+1)(s+3)(s+1)(s+2)(s+5)=s+3(s+2)(s+5)
f(t)=(s+1)(s+3)(s+1)(s+2)(s+5)=s+3(s+2)(s+5)
f(t)=(s+1)(s+3)(s+1)(s+2)(s+5)=s+3(s+2)(s+5)
\\begin{aligned} f(t) & = \\frac{(s+1)(s+3)}{(s+1)(s+2)(s+5)} \\\ & = \\frac{s+3}{(s+2)(s+5)} \\end{aligned}
$$
\begin{aligned}
f(t) & = \frac{(s+1)(s+3)}{(s+1)(s+2)(s+5)} \\
& = \frac{s+3}{(s+2)(s+5)}
\end{aligned}
$$
从网上看到的觉得不错,搬运一下
原来是html格式还能链接跳转的,转为MD格式就都变成一列了
我看ai studio上的项目可以任意导出为md、html、ipynb等格式。
请问各位大佬ai studio 或网上有什么比较好用的html,md格式转换的工具么?