• LaTeX公式大全


    (LaTex)

    将数学公式写在$$之间,代表的是插入行内数学公式。

    将数学公式写在$$ $$之间,会使公式独立成一行并强制居中。

    $leftvert a
    ightvert$
    

    (leftvert a ightvert)

    $lVert z
    Vert$
    

    (lVert z Vert)

    $infty$
    

    (infty)

    $aequiv bpmod c$
    

    (aequiv bpmod c)

    $amod b$
    

    (amod b)

    $mid 
    mid shortmid 
    shortmid$
    

    (mid mid shortmid shortmid)

    $sqrt{2} sqrt[n]{x}$
    

    (sqrt{2} sqrt[n]{x})

    $pm mp dotplus$
    

    (pm mp dotplus)

    $	imes div divideontimes$
    

    ( imes div divideontimes)

    $in 
    otin 
    i 
    ot
    i$
    

    (in otin i ot i)

    $cap Cap sqcap igcap$
    

    (cap Cap sqcap igcap)

    $cup Cup sqcup igcup igsqcup uplus iguplus$
    

    (cup Cup sqcup igcup igsqcup uplus iguplus)

    $subset Subset sqsubset$
    

    (subset Subset sqsubset)

    $supset Supset sqsupset$
    

    (supset Supset sqsupset)

    $subseteq 
    subseteq subsetneq varsubsetneq sqsubseteq$
    

    (subseteq subseteq subsetneq varsubsetneq sqsubseteq)

    $supseteq 
    supseteq supsetneq varsupsetneq sqsupseteq$
    

    (supseteq supseteq supsetneq varsupsetneq sqsupseteq)

    $subseteqq 
    subseteqq subsetneqq varsubsetneqq$
    

    (subseteqq subseteqq subsetneqq varsubsetneqq)

    $supseteqq 
    supseteqq supsetneqq varsupsetneqq$
    

    (supseteqq supseteqq supsetneqq varsupsetneqq)

    $
    e 
    eq equiv 
    otequiv$
    

    ( e eq equiv otequiv)

    $sim 
    sim acksim 	hicksim simeq acksimeq eqsim cong 
    cong$
    

    (sim sim acksim hicksim simeq acksimeq eqsim cong cong)

    $approx 	hickapprox approxeq asymp propto varpropto$
    

    (approx hickapprox approxeq asymp propto varpropto)

    $leqslant geqslant$
    

    (leqslant geqslant)

    $forall 	herefore ecause And$
    

    (forall herefore ecause And)

    $overline{abc} underline{abc}$
    

    (overline{abc} underline{abc})

    $a^2$
    

    (a^2)

    $a_2$
    

    (a_2)

    ${}^2_1!X^3_4$
    

    ({}^2_1!X^3_4)

    $vec{x} overleftarrow{AB} overrightarrow{AB} widehat{AB}$
    

    (vec{x} overleftarrow{AB} overrightarrow{AB} widehat{AB})

    $overset{frown}{AB}$
    

    (overset{frown}{AB})

    $overbrace{1+2+cdots+100}$
    

    (overbrace{1+2+cdots+100})

    $egin{matrix}5050\overbrace{1+2+cdots+100}end{matrix}$
    

    (egin{matrix}5050\overbrace{1+2+cdots+100}end{matrix})

    $underbrace{1+2+cdots+100}$
    

    (underbrace{1+2+cdots+100})

    $egin{matrix}underbrace{1+2+cdots+100}\5050end{matrix}$
    

    (egin{matrix}underbrace{1+2+cdots+100}\5050end{matrix})

    $sum_{i=1}^na_i sumlimits_{i=1}^na_i$
    

    (sum_{i=1}^na_i sumlimits_{i=1}^na_i)

    $prod_{i=1}^na_i prodlimits_{i=1}^na_i$
    

    (prod_{i=1}^na_i prodlimits_{i=1}^na_i)

    $lim_{n	oinfty}a_i limlimits_{n	oinfty}a_i$
    

    (lim_{n oinfty}a_i limlimits_{n oinfty}a_i)

    $int_{-N}^{N}a^x\,dx$
    

    (int_{-N}^{N}a^x\,dx)

    $frac{1}{2}$
    

    (frac{1}{2})

    $dbinom{n}{m}$
    

    (dbinom{n}{m})

    $egin{vmatrix}a&b\c&dend{vmatrix}$
    

    (egin{vmatrix}a&b\c&dend{vmatrix})

    $egin{bmatrix}a&cdots&b\vdots&ddots&vdots\c&cdots&dend{bmatrix}$
    

    (egin{bmatrix}a&cdots&b\vdots&ddots&vdots\c&cdots&dend{bmatrix})

    $egin{Bmatrix}a&c\b&dend{Bmatrix}$
    

    (egin{Bmatrix}a&c\b&dend{Bmatrix})

    $egin{pmatrix}a&c\b&dend{pmatrix}$
    

    (egin{pmatrix}a&c\b&dend{pmatrix})

    egin{cases}x-1&xleqslant3\x^2+3x-1&x>3end{cases}
    

    egin{cases}x-1&xleqslant3x^2+3x-1&x>3end{cases}

    egin{cases}2x+9y-5z=10\4x+20y+z=24\x-frac{1}{2}y+3z=8end{cases}
    

    egin{cases}2x+9y-5z=104x+20y+z=24x-frac{1}{2}y+3z=8end{cases}

    $egin{aligned}f(x)&=(x+1)^2\&=x^2+2x+1end{aligned}$
    

    (egin{aligned}f(x)&=(x+1)^2\&=x^2+2x+1end{aligned})

    $egin{aligned}a_1&=1\a_2&=2\&dots\a_n&=nend{aligned}$
    

    (egin{aligned}a_1&=1\a_2&=2\&dots\a_n&=nend{aligned})

    $egin{array}{|c|c||c|}x&y&z\8&2&4\2&3&9\10&frac{3}{4}&sqrt{3}\a&b&cend{array}$
    

    (egin{array}{|c|c||c|}x&y&z\8&2&4\2&3&9\10&frac{3}{4}&sqrt{3}\a&b&cend{array})

    $alphaetagammadeltaepsilonzetaeta	heta$
    

    (alphaetagammadeltaepsilonzetaeta heta)

    $oxed{sumlimits_{i=1}^{n}i=frac{n(n-1)}{2}}$
    

    (oxed{sumlimits_{i=1}^{n}i=frac{n(n-1)}{2}})

    常用的大概就那么多,其他的自己百度吧。

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  • 原文地址:https://www.cnblogs.com/gzezzry/p/12206696.html
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