一些基本的\(\LaTeX\)字符和运算符,供快速查阅使用
其实就是无聊敲的,参照:LaTeX_symbols.pdf
Math Mode Accents
\(\hat{a}\) |
\(\check{a}\) |
\(\acute{a}\) |
\(\grave{a}\) |
\(\bar{a}\) |
\(\vec{a}\) |
\(\dot{a}\) |
\(\ddot{a}\) |
\(\breve{a}\) |
\(\tilde{a}\) |
Greek Letters
\(A\) |
\(\alpha\) |
\(B\) |
\(\beta\) |
\(\Gamma\) |
\(\gamma\) |
\(\Delta\) |
\(\delta\) |
\(E\) |
\(\epsilon\) |
\(Z\) |
\(\zeta\) |
\(H\) |
\(\eta\) |
\(\Theta\) |
\(\theta\) |
\(I\) |
\(\iota\) |
\(K\) |
\(\kappa\) |
\(\Lambda\) |
\(\lambda\) |
\(M\) |
\(\mu\) |
\(N\) |
\(\nu\) |
\(\Xi\) |
\(\xi\) |
\(O\) |
\(\omicron\) |
\(\Pi\) |
\(pi\) |
\(\Sigma\) |
\(\sigma\) |
\(T\) |
\(\tau\) |
\(\Upsilon\) |
\(\upsilon\) |
\(\Phi\) |
\(\phi\) |
\(X\) |
\(\chi\) |
\(\Psi\) |
\(\psi\) |
\(\Omega\) |
\(\omega\) |
Binary Operation Symbols
\(\pm\) |
\(\cap\) |
\(\diamond\) |
\(\oplus\) |
\(\mp\) |
\(\cup\) |
\(\bigtriangleup\) |
\(\ominus\) |
\(\times\) |
\(\uplus\) |
\(\bigtriangledown\) |
\(\otimes\) |
\(\div\) |
\(\sqcap\) |
\(\triangleleft\) |
\(\oslash\) |
\(\ast\) |
\(\sqcup\) |
\(\triangleright\) |
\(\odot\) |
\(\star\) |
\(\vee\) |
\(\lhd\) |
\(\bigcirc\) |
\(\circ\) |
\(\wedge\) |
\(\rhd\) |
\(\dagger\) |
\(\bullet\) |
\(\setminus\) |
\(\unlhd\) |
\(\ddagger\) |
\(\cdot\) |
\(\wr\) |
\(\unrhd\) |
\(\amalg\) |
\(+\) |
\(-\) |
Relation Symbols
\(\leq\) |
\(\geq\) |
\(\equiv\) |
\(\models\) |
\(\prec\) |
\(\succ\) |
\(\sim\) |
\(\perp\) |
\(\preceq\) |
\(\succeq\) |
\(\simeq\) |
\(\mid\) |
\(\ll\) |
\(\gg\) |
\(\asymp\) |
\(\parallel\) |
\(\subset\) |
\(\supset\) |
\(\approx\) |
\(\bowtie\) |
\(\subseteq\) |
\(\supseteq\) |
\(\cong\) |
\(\Join\) |
\(\sqsubset\) |
\(\sqsupset\) |
\(\neq\) |
\(\smile\) |
\(\sqsubseteq\) |
\(\sqsupseteq\) |
\(\doteq\) |
\(\frown\) |
\(\in\) |
\(\ni\) |
\(\propto\) |
\(=\) |
\(\vdash\) |
\(\dashv\) |
\(<\) |
\(>\) |
Punctuation Symbols
\(,\) |
\(;\) |
\(\colon\) |
\(\ldotp\) |
\(\cdotp\) |
|
Arrow Symbols
\(\leftarrow\) |
\(\longleftarrow\) |
\(\uparrow\) |
\(\Leftarrow\) |
\(\Longleftarrow\) |
\(\Uparrow\) |
\(\rightarrow\) |
\(\longrightarrow\) |
\(\downarrow\) |
\(\Rightarrow\) |
\(\Longrightarrow\) |
\(\Downarrow\) |
\(\leftrightarrow\) |
\(\longleftrightarrow\) |
\(\updownarrow\) |
\(\Leftrightarrow\) |
\(\Longleftrightarrow\) |
\(\Updownarrow\) |
\(\mapsto\) |
\(\longmapsto\) |
\(\nearrow\) |
\(\hookleftarrow\) |
\(\hookrightarrow\) |
\(\searrow\) |
\(\leftharpoonup\) |
\(\rightharpoonup\) |
\(\swarrow\) |
\(\leftharpoondown\) |
\(\rightharpoondown\) |
\(\nwarrow\) |
\(\rightleftharpoons\) |
\(\leadsto\) |
|
Miscellaneous Symbols
\(\ldots\) |
\(\cdots\) |
\(\vdots\) |
\(\ddots\) |
\(\aleph\) |
\(\prime\) |
\(\forall\) |
\(\infty\) |
\(\hbar\) |
\(\emptyset\) |
\(\exists\) |
\(\Box\) |
\(\imath\) |
\(\nabla\) |
\(\neg\) |
\(\Diamond\) |
\(\jmath\) |
\(\surd\) |
\(\flat\) |
\(\triangle\) |
\(\ell\) |
\(\top\) |
\(\natural\) |
\(\clubsuit\) |
\(\wp\) |
\(\bot\) |
\(\sharp\) |
\(\diamondsuit\) |
\(\Re\) |
\(\backslash\) |
\(\heartsuit\) |
\(\Im\) |
\(\angle\) |
\(\partial\) |
\(\spadesuit\) |
\(\mho\) |
Variable-sized Symbols
\(\sum\) |
\(\bigcap\) |
\(\bigodot\) |
\(\bigcap\) |
\(\prod\) |
\(\bigotimes\) |
\(\coprod\) |
\(\bigsqcup\) |
\(\bigoplus\) |
\(\int\) |
\(\bigvee\) |
\(\biguplus\) |
\(\oint\) |
\(\bigwedge\) |
|
Log-like Symbols
\(\arccos\) |
\(\arcsin\) |
\(\arctan\) |
\(\arg\) |
\(\cos\) |
\(\cosh\) |
\(\cot\) |
\(\coth\) |
\(\csc\) |
\(\deg\) |
\(\det\) |
\(\dim\) |
\(\exp\) |
\(\gcd\) |
\(\hom\) |
\(\inf\) |
\(\ker\) |
\(\lg\) |
\(\lim\) |
\(\liminf\) |
\(\limsup\) |
\(\ln\) |
\(\log\) |
\(\max\) |
\(\min\) |
\(\Pr\) |
\(\sec\) |
\(\sin\) |
\(\sinh\) |
\(\sup\) |
\(\tan\) |
\(\tanh\) |
Delimiters
\(\lfloor\) |
\(\rfloor\) |
\(\lceil\) |
\(\rceil\) |
\(\langle\) |
\(\rangle\) |
\(/\) |
\(\backslash\) |
\(\rmoustache\) |
\(\lmoustache\) |
\(\rgroup\) |
\(\lgroup\) |
\(\arrowvert\) |
\(\Arrowvert\) |
\(\bracevert\) |
|
Some Other Constructions
\(\widetilde{abc}\) |
\(\widehat{abc}\) |
\(\overleftarrow{abc}\) |
\(\overrightarrow{abc}\) |
\(\overline{abc}\) |
\(\underline{abc}\) |
\(\overbrace{abc}\) |
\(\underbrace{abc}\) |
\(\sqrt{abc}\) |
\(\sqrt[n]{abc}\) |
\(f'\) |
\(\frac{abc}{xyz}\) |