• 我的Quick Latex For Obsidian-Setting(持续更新)


    自己常用的快捷键设置,冒号左面打出来+空格直接变右面的部分,#cursor表示光标位置,#tab表示一次tab键后光标位置,光标位置以此类推

    下面这四个环境显示不全,就放在代码块里的,记得删去代码块前后的```

    1. ali:\begin{aligned} #cursor\end{aligned};
    2. cases:\left\{\begin{aligned}&#cursor\end{aligned}\right.;
    3. pma:\begin{pmatrix}#cursor\end{pmatrix};
    4. bma:\begin{bmatrix}#cursor\end{bmatrix};
    5. vma:\begin{vmatrix}#cursor\end{vmatrix};


    unb:\underbrace{#cursor}_{#tab}#tab;
    ovb:\overbrace{#cursor}^{#tab}#tab;
    n}ti:n\times #cursor}#tab;
    m}ti:m\times #cursor}#tab;
    **:^{*};
    y**:y^{*};
    x**:x^{*};
    A**:A^{*};
    CC:C_{#cursor}^{#tab}#tab;
    AA:A_{#cursor}^{#tab}#tab;
    sq:\sqrt{#cursor}#tab;
    sqn:\sqrt[#cursor]{#tab}#tab;
    tag:\tag{#cursor}#tab;
    tag1:\tag{1};
    tag2:\tag{2};
    tag3:\tag{3};
    te:\text{#cursor}#tab;
    ovs:\overset{#cursor}{#tab}#tab;
    uns:\underset{#cursor}{#tab}#tab;
    fr:\frac{#cursor}{#tab}#tab;
    frp:\frac{\partial #cursor}{\partial #tab}#tab;
    frpp:\frac{\partial^{2} #cursor}{\partial #tab^{2}}#tab;
    frphp:\frac{\partial^{2} #cursor}{\partial #tab \partial #tab}#tab;
    frppp:\frac{\partial^{#cursor} #tab}{\partial #tab^{#tab}}#tab;
    lim:\lim\limits_{#cursor}#tab;
    limninf:\lim\limits_{n\to\infty};
    limxinf:\lim\limits_{x\to\infty};
    limx+inf:\lim\limits_{x\to+\infty};
    limx-inf:\lim\limits_{x\to-\infty};
    limt+inf:\lim\limits_{t\to+\infty};
    limt-inf:\lim\limits_{t\to-\infty};
    limx0:\lim\limits_{x\to0};
    limxy0:\lim\limits_{\substack{x\to0\\y\to0}};
    subxy:\substack{x=#cursor\\ y=#tab}#tab;
    subs:\substack{#cursor}#tab;
    limkwy0:\lim\limits_{(x,y)\to(0,0)};
    limxy:\lim\limits_{\substack{x\to#cursor\\y\to #tab}}#tab;
    limkxy:\lim\limits_{(x,y)\to(#cursor,#tab)}#tab;
    limk:\lim\limits_{(#cursor,#tab)\to(#tab,#tab)}#tab;
    lims:\lim\limits_{\substack{#cursor\to #tab\\ #tab\to #tab}}#tab;
    limx0+:\lim\limits_{x\to0^{+}};
    limx0-:\lim\limits_{x\to0^{-}};
    int:\int_{#cursor}^{#tab}#tab;
    intt:\int\limits_{#cursor}#tab;
    iint:\iint_{#cursor}^{#tab}#tab;
    iintt:\iint\limits_{#cursor}#tab;
    sum:\sum\limits_{#cursor}^{#tab}#tab;
    sumn1inf:\sum\limits_{n=1}^{\infty};
    sumn0inf:\sum\limits_{n=0}^{\infty};
    sumninf:\sum\limits_{n=#cursor}^{\infty}#tab;
    sumi1N:\sum\limits_{i=1}^{N};
    sumj1N:\sum\limits_{j=1}^{N};
    sumj1p:\sum\limits_{j=1}^{p};
    sumn1N:\sum\limits_{n=1}^{N};
    sumi1n:\sum\limits_{i=1}^{n};
    sumk1K:\sum\limits_{k=1}^{K};
    prodi1n:\prod\limits_{i=1}^{n};
    prodi1N:\prod\limits_{i=1}^{N};
    prodj1p:\prod\limits_{j=1}^{p};
    prodn1N:\prod\limits_{n=1}^{N};
    prod:\prod\limits_{#cursor}^{#tab}#tab;
    ll:\Big|_{#cursor}^{#tab}#tab;
    12,:1,2,\cdots,n;
    12N,:1,2,\cdots,N;
    12n2,:1^{2},2^{2},\cdots,n^{2};
    x123,:x_{1},x_{2},x_{3};
    x12N,:x_{1},x_{2},\cdots,x_{N};
    X12n,:X_{1},X_{2},\cdots,X_{n};
    x12,:x_{1},x_{2};
    y123,:y_{1},y_{2},y_{3};
    z123,:z_{1},z_{2},z_{3};
    x00:x_{0};
    x11:x_{1};
    x112:x_{1}^{2};
    x22:x_{2};
    x222:x_{2}^{2};
    x33:x_{3};
    x332:x_{3}^{2};
    y00:y_{0};
    y11:y_{1};
    y112:y_{1}^{2};
    y22:y_{2};
    y222:y_{2}^{2};
    y33:y_{3};
    y332:y_{3}^{2};
    z11:z_{1};
    z112:z_{1}^{2};
    z22:z_{2};
    z222:z_{2}^{2};
    z33:z_{3};
    z332:z_{3}^{2};
    xnn:x_{n};
    xnn2:x_{n}^{2};
    x12n,:x_{1},x_{2},\cdots,x_{n};
    A11:A_{1};
    A22:A_{2};
    A33:A_{3};
    a11:a_{1};
    a22:a_{2};
    a33:a_{3};
    Ann:A_{n};
    Aii:A_{i};
    Ajj:A_{j};
    A12n,:A_{1},A_{2},\cdots,A_{n};
    B11:B_{1};
    B22:B_{2};
    B33:B_{3};
    b11:b_{1};
    b22:b_{2};
    b33:b_{3};
    Bnn:B_{n};
    Bii:B_{i};
    Bjj:B_{j};
    B12n,:B_{1},B_{2},\cdots ,B_{n};
    122+:1^{2}+2^{2}+\cdots+n^{2};
    12n,:1,2,\cdots,n;
    ria:\rightarrow ;
    Ria:\Rightarrow ;
    Lra:\Leftrightarrow ;
    to:\to ;
    inf:\infty;
    cds:\cdots ;
    cd:\cdot ;
    vds:\vdots ;
    dds:\ddots ;
    ti:\times ;
    al:\alpha;
    al11:\alpha_{1};
    \alpha11:\alpha_{1};
    al22:\alpha_{2};
    \alpha22:\alpha_{2};
    al33:\alpha_{3};
    \alpha33:\alpha_{3};
    al123,:\alpha_{1},\alpha_{2},\alpha_{3};
    al12n,:\alpha^{1},\alpha^{2},\cdots,\alpha^{n};
    alTT:\alpha^{T};
    be:\beta;
    be11:\beta_{1};
    be22:\beta_{2};
    be33:\beta_{3};
    beTT:\beta^{T};
    miT:^{T};
    ga:\gamma;
    ga11:\gamma_{1};
    ga22:\gamma_{2};
    ga33:\gamma_{3};
    ga123,:\gamma_{1},\gamma_{2},\gamma_{3};
    ga12n,:\gamma_{1},\gamma_{2},\cdots,\gamma_{n};
    Ga:\Gamma ;
    de:\delta;
    De:\Delta ;
    De1:\Delta_{1};
    De2:\Delta_{2};
    De3:\Delta_{3};
    De4:\Delta_{4};
    ep:\epsilon ;
    ze:\zeta;
    et:\eta;
    th:\theta;
    th12k,:\theta_{1},\theta_{2},\cdots,\theta_{k};
    Th:\Theta;
    io:\iota ;
    ka:\kappa ;
    la:\lambda;
    la1:\lambda_{1};
    la2:\lambda_{2};
    la3:\lambda_{3};
    lan:\lambda_{n};
    la123,:\lambda_{1},\lambda_{2},\lambda_{3};
    la12n,:\lambda_{1},\lambda_{2},\cdots,\lambda_{n};
    La:\Lambda;
    mu:\mu;
    nu:\nu ;
    xi:\xi;
    Xi:\Xi ;
    pi:\pi;
    Pi:\Pi ;
    rh:\rho;
    si:\sigma;
    Si:\Sigma;
    ta:\tau ;
    up:\upsilon ;
    Up:\Upsilon ;
    ph:\phi;
    Ph:\Phi ;
    ch:\chi;
    na:\nabla;
    ps:\psi;
    Ps:\Psi ;
    om:\omega;
    Om:\Omega;
    pa:\partial ;
    qu:\quad ;
    sin:\sin ;
    cos:\cos ;
    tan:\tan ;
    cot:\cot ;
    sec:\sec ;
    csc:\csc ;
    arcsin:\arcsin ;
    arccos:\arccos ;
    arctan:\arctan ;
    ne:\ne ;
    sim:\sim ;
    sime:\simeq ;
    sub:\subset ;
    sul:\subset ;
    sup:\supset ;
    sur:\supset ;
    \subset pp:\supset ;
    \supset bb:\subset ;
    pm:\pm ;
    in:\in ;
    ca:\cap ;
    cap:\cap ;
    \cup aa:\cap ;
    \cap aa:\bigcap\limits_{#cursor}^{#tab}#tab;
    caa:\bigcap\limits_{#cursor}^{#tab}#tab;
    caai1n:\bigcap\limits_{i=1}^{n};
    cu:\cup ;
    cup:\cup ;
    \cap uu:\cup ;
    \cup uu:\bigcup\limits_{#cursor}^{#tab}#tab;
    cuu:\bigcup\limits_{#cursor}^{#tab}#tab;
    cuui1n:\bigcup\limits_{i=1}^{n};
    not:\varnothing;
    and:& ;
    leq:\leq ;
    geq:\geq ;
    ln:\ln ;
    max:\max ;
    maxl:\max\limits_{#cursor}#tab;
    min:\min ;
    eqv:\equiv ;
    ee:e^{x};
    e-e:e^{-x};
    TT:^{T};
    ys:原式&=;
    jkh:\left<#cursor\right>#tab;
    dkh:\left\{#cursor\right\}#tab;
    |kh:\left|#cursor\right|#tab;
    lkh:\left|#cursor\right|#tab;
    bar:\bar{#cursor}#tab;
    barr:\overline{#cursor}#tab;
    ovl:\overline{#cursor}#tab;
    \bar{}l:\overline{#cursor}#tab;
    hat:\hat{#cursor}#tab;
    til:\tilde{#cursor}#tab;
    fxx:f_{x};
    f11:f_{1};
    zxx:z_{x};
    fxxx:f_{xx};
    f111:f_{11};
    fyy:f_{y};
    f22:f_{2};
    zyy:z_{y};
    fyyy:f_{yy};
    f222:f_{22};
    fxxy:f_{xy};
    f112:f_{12};
    fyyx:f_{yx};
    f221:f_{21};
    ,:,;
    、、:\\;
    cov:\text{cov};
    exp:\text{exp};
    log:\log;
    MLE:\text{MLE};
    MAP:\text{MAP};
    argmax:\text{argmax };
    argmaxd:\mathop{\text{argmax}\space}\limits_{#cursor}#tab;
    argmin:\text{argmin };
    argmind:\mathop{\text{argmin}\space}\limits_{#cursor}#tab;
    mbb:\mathbb{#cursor}#tab;
    bbR:\mathbb{R};
    var:\text{Var};
    Var:\text{Var};
    Cov:\text{Cov};
    cov:\text{Cov};
    tr:\text{tr};
    II:\text{I};
    IIN:\mathbb{I}_{N};
    bbI:\mathbb{I};
    bbIN:\mathbb{I}_{N};
    HH:\mathbb{H};
    OO:\mathbb{O};
    bbO:\mathbb{O};
    mind:\mathop{\text{min }}\limits_{#cursor}#tab;
    maxd:\mathop{\text{max }}\limits_{#cursor}#tab;
    llkh:\left|\left|#cursor\right|\right|#tab;
    det:\text{det};
    box:\boldsymbol{x};
    bof:\boldsymbol{f};
    xx:\boldsymbol{x};
    ff:\boldsymbol{f};
    vec:\text{vec};

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  • 原文地址:https://blog.csdn.net/liu20020918zz/article/details/126563557