Help/LaTeX Symbols: Difference between revisions

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<big>
==Math mode accents.==
==Math mode accents.==


{| class="wikitable" border="0"
{| class="wikitable" border="0"
|-
|-
| $\hat{a}\qquad$ \hat{a} || $\acute{a}\qquad$ \acute{a} || $\bar{a}\qquad$ \bar{a} || $\dot{a}\qquad$ \dot{a}
| <math>\hat{a}\qquad</math> \hat{a} || <math>\acute{a}\qquad</math> \acute{a} || <math>\bar{a}\qquad</math> \bar{a} || <math>\dot{a}\qquad</math> \dot{a}
|-
|-
| $\check{a}\qquad$ \check{a} || $\grave{a}\qquad$ \grave{a} || $\vec{a}\qquad$ \vec{a} || $\ddot{a}\qquad$ \ddot{a}
| <math>\check{a}\qquad</math> \check{a} || <math>\grave{a}\qquad</math> \grave{a} || <math>\vec{a}\qquad</math> \vec{a} || <math>\ddot{a}\qquad</math> \ddot{a}
|-
|-
| $\breve{a}\qquad$ \breve{a} || $\tilde{a}\qquad$ \tilde{a} || ||
| <math>\breve{a}\qquad</math> \breve{a} || <math>\tilde{a}\qquad</math> \tilde{a} || ||
|}
|}


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{| class="wikitable" border="0"
{| class="wikitable" border="0"
|-
|-
| $\alpha\qquad$ \alpha || $\theta\qquad$ \theta || $\omicron\qquad$ \omicron || $\tau\qquad$ \tau
| <math>\alpha\qquad</math> \alpha || <math>\theta\qquad</math> \theta || <math>\omicron\qquad</math> \omicron || <math>\tau\qquad</math> \tau
|-
|-
| $\beta\qquad$ \beta || $\vartheta\qquad$ \vartheta || $\pi\qquad$ \pi || $\upsilon\qquad$ \upsilon
| <math>\beta\qquad</math> \beta || <math>\vartheta\qquad</math> \vartheta || <math>\pi\qquad</math> \pi || <math>\upsilon\qquad</math> \upsilon
|-
|-
| $\gamma\qquad$ \gamma || $\iota\qquad$ \iota || $\varpi\qquad$ \varpi || $\phi\qquad$ \phi
| <math>\gamma\qquad</math> \gamma || <math>\iota\qquad</math> \iota || <math>\varpi\qquad</math> \varpi || <math>\phi\qquad</math> \phi
|-
|-
| $\delta\qquad$ \delta || $\kappa\qquad$ \kappa || $\rho\qquad$ \rho || $\varphi\qquad$ \varphi
| <math>\delta\qquad</math> \delta || <math>\kappa\qquad</math> \kappa || <math>\rho\qquad</math> \rho || <math>\varphi\qquad</math> \varphi
|-
|-
| $\epsilon\qquad$ \epsilon || $\lambda\qquad$ \lambda || $\varrho\qquad$ \varrho || $\chi\qquad$ \chi
| <math>\epsilon\qquad</math> \epsilon || <math>\lambda\qquad</math> \lambda || <math>\varrho\qquad</math> \varrho || <math>\chi\qquad</math> \chi
|-
|-
| $\varepsilon\qquad$ \varepsilon || $\mu\qquad$ \mu || $\sigma\qquad$ \sigma || $\psi\qquad$ \psi
| <math>\varepsilon\qquad</math> \varepsilon || <math>\mu\qquad</math> \mu || <math>\sigma\qquad</math> \sigma || <math>\psi\qquad</math> \psi
|-
|-
| $\zeta\qquad$ \zeta || $\nu\qquad$ \nu || $\varsigma\qquad$ \varsigma || $\omega\qquad$ \omega
| <math>\zeta\qquad</math> \zeta || <math>\nu\qquad</math> \nu || <math>\varsigma\qquad</math> \varsigma || <math>\omega\qquad</math> \omega
|-
|-
| $\eta\qquad$ \eta || $\xi\qquad$ \xi || ||
| <math>\eta\qquad</math> \eta || <math>\xi\qquad</math> \xi || ||
|}
|}


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{| class="wikitable" border="0"
{| class="wikitable" border="0"
|-
|-
| $\Alpha\qquad$ \Alpha || $\Iota\qquad$ \Iota  || $\Sigma\qquad$ \Sigma
| <math>\Alpha\qquad</math> \Alpha || <math>\Iota\qquad</math> \Iota  || <math>\Sigma\qquad</math> \Sigma
|-
|-
| $\Beta\qquad$ \Beta || $\Kappa\qquad$ \Kappa ||  $\Tau\qquad$ \Tau
| <math>\Beta\qquad</math> \Beta || <math>\Kappa\qquad</math> \Kappa ||  <math>\Tau\qquad</math> \Tau
|-
|-
| $\Gamma\qquad$ \Gamma || $\Lambda\qquad$ \Lambda || $\Upsilon\qquad$ \Upsilon
| <math>\Gamma\qquad</math> \Gamma || <math>\Lambda\qquad</math> \Lambda || <math>\Upsilon\qquad</math> \Upsilon
|-
|-
| $\Delta\qquad$ \Delta || $\Mu\qquad$ \Mu ||  $\Phi\qquad$ \Phi
| <math>\Delta\qquad</math> \Delta || <math>\Mu\qquad</math> \Mu ||  <math>\Phi\qquad</math> \Phi
|-
|-
| $\Epsilon\qquad$ \Epsilon || $\Nu\qquad$ \Nu || $\Chi\qquad$ \Chi
| <math>\Epsilon\qquad</math> \Epsilon || <math>\Nu\qquad</math> \Nu || <math>\Chi\qquad</math> \Chi
|-
|-
| $\Zeta\qquad$ \Zeta || $\Xi\qquad$ \Xi || $\Psi\qquad$ \Psi
| <math>\Zeta\qquad</math> \Zeta || <math>\Xi\qquad</math> \Xi || <math>\Psi\qquad</math> \Psi
|-
|-
$\Eta\qquad$ \Eta || $\Pi\qquad$ \Pi || $\Omega\qquad$ \Omega
<math>\Eta\qquad</math> \Eta || <math>\Pi\qquad</math> \Pi || <math>\Omega\qquad</math> \Omega
|-
|-
| $\Theta\qquad$ \Theta || $\Rho\qquad$ \Rho ||
| <math>\Theta\qquad</math> \Theta || <math>\Rho\qquad</math> \Rho ||
|}
|}


==Binary operation symbols.==
==Binary operation symbols.==
{| class="wikitable" border="0"
{| class="wikitable" border="0"
|-
|-
| $\pm\qquad$ \pm || $\cap\qquad$ \cap  || $\diamond\qquad$ \diamond
| <math>\pm\qquad</math> \pm || <math>\cap\qquad</math> \cap  || <math>\diamond\qquad</math> \diamond
|-
|-
| $\mp\qquad$ \mp || $\cup\qquad$ \cup ||  $\bigtriangleup\qquad$ \bigtriangleup
| <math>\mp\qquad</math> \mp || <math>\cup\qquad</math> \cup ||  <math>\bigtriangleup\qquad</math> \bigtriangleup
|-
|-
| $\times\qquad$ \times || $\uplus\qquad$ \uplus || $\bigtriangledown\qquad$ \bigtriangledown
| <math>\times\qquad</math> \times || <math>\uplus\qquad</math> \uplus || <math>\bigtriangledown\qquad</math> \bigtriangledown
|-
|-
| $\div\qquad$ \div || $\sqcap\qquad$ \sqcap ||  $\triangleleft\qquad$ \triangleleft
| <math>\div\qquad</math> \div || <math>\sqcap\qquad</math> \sqcap ||  <math>\triangleleft\qquad</math> \triangleleft
|-
|-
| $\ast\qquad$ \ast || $\sqcup\qquad$ \sqcup || $\triangleright\qquad$ \triangleright
| <math>\ast\qquad</math> \ast || <math>\sqcup\qquad</math> \sqcup || <math>\triangleright\qquad</math> \triangleright
|-
|-
| $\star\qquad$ \star || $\vee\qquad$ \vee || $\lhd\qquad$ \lhd
| <math>\star\qquad</math> \star || <math>\vee\qquad</math> \vee ||  
|-
|-
$\circ\qquad$ \circ || $\wedge\qquad$ \wedge || $\rhd\qquad$ \rhd
<math>\circ\qquad</math> \circ || <math>\wedge\qquad</math> \wedge ||  
|-
|-
| $\bullet\qquad$ \bullet || $\setminus\qquad$ \setminus || $\unlhd\qquad$ \unlhd
| <math>\bullet\qquad</math> \bullet || <math>\setminus\qquad</math> \setminus ||  
|-
|-
| $\cdot\qquad$ \cdot || $\wr\qquad$ \wr || $\unrhd\qquad$ \unrhd
| <math>\cdot\qquad</math> \cdot || <math>\wr\qquad</math> \wr ||  
|-
|-
| $\oplus\qquad$ \oplus || $\ominus\qquad$ \ominus || $\otimes\qquad$ \otimes
| <math>\oplus\qquad</math> \oplus || <math>\ominus\qquad</math> \ominus || <math>\otimes\qquad</math> \otimes
|-
|-
| $\oslash\qquad$ \oslash || $\odot\qquad$ \odot || $\bigcirc\qquad$ \bigcirc
| <math>\oslash\qquad</math> \oslash || <math>\odot\qquad</math> \odot || <math>\bigcirc\qquad</math> \bigcirc
|-
|-
| $\dagger\qquad$ \dagger || $\ddagger\qquad$ \ddagger || $\amalg\qquad$ \amalg
| <math>\dagger\qquad</math> \dagger || <math>\ddagger\qquad</math> \ddagger || <math>\amalg\qquad</math> \amalg
|-
|-
| $+\qquad$ + || $-\qquad$ - ||
| <math>+\qquad</math> + || <math>-\qquad</math> - ||
|}
|}


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{| class="wikitable" border="0"
{| class="wikitable" border="0"
|-
|-
| $\leq\qquad$ \leq || $\geq\qquad$ \geq  || $\equiv\qquad$ \equiv
| <math><\qquad</math> < || <math>>\qquad</math> > || <math>=\qquad</math> =
|-
| <math>\leq\qquad</math> \leq || <math>\geq\qquad</math> \geq  || <math>\equiv\qquad</math> \equiv
|-
|-
| $\prec\qquad$ \prec || $\succ\qquad$ \succ ||  $\sim\qquad$ \sim
| <math>\prec\qquad</math> \prec || <math>\succ\qquad</math> \succ ||  <math>\sim\qquad</math> \sim
|-
|-
| $\preceq\qquad$ \preceq || $\succeq\qquad$ \succeq || $\simeq\qquad$ \simeq
| <math>\preceq\qquad</math> \preceq || <math>\succeq\qquad</math> \succeq || <math>\simeq\qquad</math> \simeq
|-
|-
| $\ll\qquad$ \ll || $\gg\qquad$ \gg ||  $\asymp\qquad$ \asymp
| <math>\ll\qquad</math> \ll || <math>\gg\qquad</math> \gg ||  <math>\asymp\qquad</math> \asymp
|-
|-
| $\subset\qquad$ \subset || $\supset\qquad$ \supset || $\approx\qquad$ \approx
| <math>\lesssim\qquad</math> \lesssim || <math>\gtrsim\qquad</math> \gtrsim || <math>\approx\qquad</math> \approx
|-
|-
| $\subseteq\qquad$ \subseteq || $\supseteq\qquad$ \supseteq || $\cong\qquad$ \cong
| <math>\subset\qquad</math> \subset || <math>\supset\qquad</math> \supset ||  
|-
|-
| $\sqsubset\qquad$ \sqsubset || $\sqsupset\qquad$ \sqsupset || $\neq\qquad$ \neq
| <math>\subseteq\qquad</math> \subseteq || <math>\supseteq\qquad</math> \supseteq || <math>\cong\qquad</math> \cong
|-
|-
| $\sqsubseteq\qquad$ \sqsubseteq || $\sqsupseteq\qquad$ \sqsupseteq || $\doteq\qquad$ \doteq
| <math>\sqsubset\qquad</math> \sqsubset || <math>\sqsupset\qquad</math> \sqsupset || <math>\neq\qquad</math> \neq
|-
|-
| $\in\qquad$ \in || $\ni\qquad$ \ni || $\notin\qquad$ \notin
| <math>\sqsubseteq\qquad</math> \sqsubseteq || <math>\sqsupseteq\qquad</math> \sqsupseteq || <math>\doteq\qquad</math> \doteq
|-
|-
| $\vdash\qquad$ \vdash || $\dashv\qquad$ \dashv || $\lt\qquad$ \lt
| <math>\in\qquad</math> \in || <math>\ni\qquad</math> \ni || <math>\notin\qquad</math> \notin
|-
|-
| $\models\qquad$ \models || $\perp\qquad$ \perp || $\mid\qquad$ \mid
| <math>\vdash\qquad</math> \vdash || <math>\dashv\qquad</math> \dashv ||  
|-
|-
| $\parallel\qquad$ \parallel || $\bowtie\qquad$ \bowtie || $\Join\qquad$ \Join
| <math>\models\qquad</math> \models || <math>\perp\qquad</math> \perp || <math>\mid\qquad</math> \mid
|-
|-
| $\smile\qquad$ \smile || $\frown\qquad$ \frown || $\propto\qquad$ \propto
| <math>\parallel\qquad</math> \parallel || <math>\bowtie\qquad</math> \bowtie ||  
|-
|-
| $=\qquad$ = || $\gt\qquad$ \gt || $:\qquad$ :
| <math>\smile\qquad</math> \smile || <math>\frown\qquad</math> \frown || <math>\propto\qquad</math> \propto
|}
|}


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{| class="wikitable" border="0"
{| class="wikitable" border="0"
|-
|-
| $\leftarrow\qquad$ \leftarrow || $\rightarrow\qquad$ \rightarrow
| <math>\leftarrow\qquad</math> \leftarrow || <math>\rightarrow\qquad</math> \rightarrow
|-
|-
| $\Leftarrow\qquad$ \Leftarrow || $\Rightarrow\qquad$ \Rightarrow
| <math>\Leftarrow\qquad</math> \Leftarrow || <math>\Rightarrow\qquad</math> \Rightarrow
|-
|-
| $\longleftarrow\qquad$ \longleftarrow || $\longrightarrow\qquad$ \longrightarrow
| <math>\longleftarrow\qquad</math> \longleftarrow || <math>\longrightarrow\qquad</math> \longrightarrow
|-
|-
| $\Longleftarrow\qquad$ \Longleftarrow || $\Longrightarrow\qquad$ \Longrightarrow
| <math>\Longleftarrow\qquad</math> \Longleftarrow || <math>\Longrightarrow\qquad</math> \Longrightarrow
|-
|-
| $\leftrightarrow\qquad$ \leftrightarrow || $\Leftrightarrow\qquad$ \Leftrightarrow
| <math>\leftrightarrow\qquad</math> \leftrightarrow || <math>\Leftrightarrow\qquad</math> \Leftrightarrow
|-
|-
| $\longleftrightarrow\qquad$ \longleftrightarrow || $\Longleftrightarrow\qquad$ \Longleftrightarrow
| <math>\longleftrightarrow\qquad</math> \longleftrightarrow || <math>\Longleftrightarrow\qquad</math> \Longleftrightarrow
|-
|-
| $\mapsto\qquad$ \mapsto || $\longmapsto\qquad$ \longmapsto
| <math>\mapsto\qquad</math> \mapsto || <math>\longmapsto\qquad</math> \longmapsto
|-
|-
| $\hookleftarrow\qquad$ \hookleftarrow || $\hookrightarrow\qquad$ \hookrightarrow
| <math>\hookleftarrow\qquad</math> \hookleftarrow || <math>\hookrightarrow\qquad</math> \hookrightarrow
|-
|-
| $\leftharpoonup\qquad$ \leftharpoonup || $\rightharpoonup\qquad$ \rightharpoonup
| <math>\leftharpoonup\qquad</math> \leftharpoonup || <math>\rightharpoonup\qquad</math> \rightharpoonup
|-
|-
| $\leftharpoondown\qquad$ \leftharpoondown || $\rightharpoondown\qquad$ \rightharpoondown
| <math>\leftharpoondown\qquad</math> \leftharpoondown || <math>\rightharpoondown\qquad</math> \rightharpoondown
|-
|-
| $\rightleftharpoons\qquad$ \rightleftharpoons || $\leadsto\qquad$ \leadsto
| <math>\rightleftharpoons\qquad</math> \rightleftharpoons ||  
|-
|-
| $\uparrow\qquad$ \uparrow || $\downarrow\qquad$ \downarrow
| <math>\uparrow\qquad</math> \uparrow || <math>\downarrow\qquad</math> \downarrow
|-
|-
| $\Uparrow\qquad$ \Uparrow || $\Downarrow\qquad$ \Downarrow
| <math>\Uparrow\qquad</math> \Uparrow || <math>\Downarrow\qquad</math> \Downarrow
|-
|-
| $\updownarrow\qquad$ \updownarrow || $\Updownarrow\qquad$ \Updownarrow
| <math>\updownarrow\qquad</math> \updownarrow || <math>\Updownarrow\qquad</math> \Updownarrow
|-
|-
| $\nwarrow\qquad$ \nwarrow || $\nearrow\qquad$ \nearrow
| <math>\nwarrow\qquad</math> \nwarrow || <math>\nearrow\qquad</math> \nearrow
|-
|-
| $\swarrow\qquad$ \swarrow || $\searrow\qquad$ \searrow
| <math>\swarrow\qquad</math> \swarrow || <math>\searrow\qquad</math> \searrow
|}
|}


==Miscellaneous Symbols.==
==Miscellaneous Symbols.==
{| class="wikitable" border="0"
{| class="wikitable" border="0"
|-
|-
| $\dagger\qquad$ \dagger || $\ddagger\qquad$ \ddagger ||
| <math>\dagger\qquad</math> \dagger || <math>\ddagger\qquad</math> \ddagger ||
|-
|-
| $\S\qquad$ \S || $\P\qquad$ \P || $\LaTeX\qquad$ \LaTeX
| <math>\S\qquad</math> \S || <math>\P\qquad</math> \P ||  
|-
|-
| $\ldots\qquad$ \ldots || $\cdots\qquad$ \cdots || $\vdots\qquad$ \vdots
| <math>\ldots\qquad</math> \ldots || <math>\cdots\qquad</math> \cdots || <math>\vdots\qquad</math> \vdots
|-
|-
| $\ddots\qquad$ \ddots || $\%\qquad$ \% ||
| <math>\ddots\qquad</math> \ddots || <math>\%\qquad</math> \% ||
|-
|-
| $\aleph\qquad$ \aleph || $\prime\qquad$ \prime || $\forall\qquad$ \forall
| <math>\aleph\qquad</math> \aleph || <math>\prime\qquad</math> \prime || <math>\forall\qquad</math> \forall
|-
|-
| $\hbar\qquad$ \hbar || $\emptyset\qquad$ \emptyset || $\exists\qquad$ \exists
| <math>\hbar\qquad</math> \hbar || <math>\emptyset\qquad</math> \emptyset || <math>\exists\qquad</math> \exists
|-
|-
| $\imath\qquad$ \imath || $\nabla\qquad$ \nable || $\neg\qquad$ \neg
| <math>\imath\qquad</math> \imath || ||  
|-
|-
| $\jmath\qquad$ \jmath || $\surd\qquad$ \surd || $\flat\qquad$ \flat
| <math>\jmath\qquad</math> \jmath || ||  
|-
|-
| $\ell\qquad$ \ell || $\top\qquad$ \top || $\natural\qquad$ \natural
| <math>\ell\qquad</math> \ell || <math>\top\qquad</math> \top || <math>\natural\qquad</math> \natural
|-
|-
| $\wp\qquad$ \wp || $\bot\qquad$ \bot || $\sharp\qquad$ \sharp
| <math>\wp\qquad</math> \wp || <math>\bot\qquad</math> \bot || <math>\sharp\qquad</math> \sharp
|-
|-
| $\Re\qquad$ \Re || $\backslash\qquad$ \backslash || $\angle\qquad$ \angle
| <math>\Re\qquad</math> \Re || <math>\backslash\qquad</math> \backslash || <math>\angle\qquad</math> \angle
|-
|-
| $\Im\qquad$ \Im || $\partial\qquad$ \partial || $\mho\qquad$ \mho
| <math>\Im\qquad</math> \Im || <math>\partial\qquad</math> \partial || <math>\mho\qquad</math> \mho
|-
|-
| $.\qquad$ . || $\infty\qquad$ \infty || $\Box\qquad$ \Box
| <math>.\qquad</math> . || <math>\infty\qquad</math> \infty || <math>\Box\qquad</math> \Box
|-
|-
| $\Diamond\qquad$ \Diamond || $\triangle\qquad$ \triangle || $\clubsuit\qquad$ \clubsuit
| <math>\Diamond\qquad</math> \Diamond || <math>\triangle\qquad</math> \triangle || <math>\clubsuit\qquad</math> \clubsuit
|-
|-
| $\diamondsuit\qquad$ \diamondsuit || $\heartsuit\qquad$ \heartsuit || $\spadesuit\qquad$ \spadesuit
| <math>\diamondsuit\qquad</math> \diamondsuit || <math>\heartsuit\qquad</math> \heartsuit || <math>\spadesuit\qquad</math> \spadesuit
|-
|-
|}
|}
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{| class="wikitable" border="0"
{| class="wikitable" border="0"
|-
|-
| $\sum\qquad$ \sum || $\bigcap\qquad$ \bigcap || $\bigodot\qquad$ \bigodot
| <math>\sum\qquad</math> \sum || <math>\bigcap\qquad</math> \bigcap || <math>\bigodot\qquad</math> \bigodot
|-
|-
| $\prod\qquad$ \prod || $\bigcup\qquad$ \bigcup || $\bigotimes\qquad$ \bigotimes
| <math>\prod\qquad</math> \prod || <math>\bigcup\qquad</math> \bigcup || <math>\bigotimes\qquad</math> \bigotimes
|-
|-
| $\coprod\qquad$ \coprod || $\bigsqcup\qquad$ \bigsqcup || $\bigoplus\qquad$ \bigoplus
| <math>\coprod\qquad</math> \coprod || <math>\bigsqcup\qquad</math> \bigsqcup || <math>\bigoplus\qquad</math> \bigoplus
|-
|-
| $\int\qquad$ \int || $\bigvee\qquad$ \bigvee || $\biguplus\qquad$ \biguplus
| <math>\int\qquad</math> \int || <math>\bigvee\qquad</math> \bigvee || <math>\biguplus\qquad</math> \biguplus
|-
|-
| $\oint\qquad$ \oint || $\bigwedge\qquad$ \bigwedge ||
| <math>\oint\qquad</math> \oint || <math>\bigwedge\qquad</math> \bigwedge ||
|-
|-
|}
|}


==Delimiters.==
==Delimiters.==
Some of these will resize based on the values between the left and right symbols, such as '(' or '['.
{| class="wikitable" border="0"
{| class="wikitable" border="0"
|-
|-
| $(\qquad$ ( || $)\qquad$ )
| <math>(\qquad</math> ( || <math>)\qquad</math> )
|-
|-
| $[\qquad$ [ || $]\qquad$ ]
| <math>[\qquad</math> [ || <math>]\qquad</math> ]
|-
|-
| $\uparrow\qquad$ \uparrow || $\downarrow\qquad$ \downarrow
| <math>\uparrow\qquad</math> \uparrow || <math>\downarrow\qquad</math> \downarrow
|-
|-
| $\Uparrow\qquad$ \Uparrow || $\Downarrow\qquad$ \Downarrow
| <math>\Uparrow\qquad</math> \Uparrow || <math>\Downarrow\qquad</math> \Downarrow
|-
|-
| $\updownarrow\qquad$ \updownarrow || $\Updownarrow\qquad$ \Updownarrow
| <math>\updownarrow\qquad</math> \updownarrow || <math>\Updownarrow\qquad</math> \Updownarrow
|-
|-
| $\lfloor\qquad$ \lfloor || $\rfloor\qquad$ \rfloor
| <math>\lfloor\qquad</math> \lfloor || <math>\rfloor\qquad</math> \rfloor
|-
|-
| $\lceil\qquad$ \lceil || $\rceil\qquad$ \rceil
| <math>\lceil\qquad</math> \lceil || <math>\rceil\qquad</math> \rceil
|-
|-
| $\langle\qquad$ \langle || $\rangle\qquad$ \rangle
| <math>\langle\qquad</math> \langle || <math>\rangle\qquad</math> \rangle
|-
|-
| $/\qquad$ / || $\backslash\qquad$ \backslash
| <math>/\qquad</math> / || <math>\backslash\qquad</math> \backslash
|-
|-
| $|\qquad$ <nowiki>|</nowiki>  || $\|\qquad$ \<nowiki>|</nowiki>
| <math>|\qquad</math> <nowiki>|</nowiki>  || <math>\|\qquad</math> \<nowiki>|</nowiki>
|-
|-
|}
|}
Line 229: Line 229:
{| class="wikitable" border="0"
{| class="wikitable" border="0"
|-
|-
| $\widetilde{abc}\qquad$ \widetilde{abc} || $\widehat{abc}\qquad$ \widehat{abc}
| || <math>\widehat{abc}\qquad</math> \widehat{abc}
|-
|-
| $\overleftarrow{abc}\qquad$ \overleftarrow{abc} || $\overrightarrow{abc}\qquad$ \overrightarrow{abc}
| <math>\overleftarrow{abc}\qquad</math> \overleftarrow{abc} || <math>\overrightarrow{abc}\qquad</math> \overrightarrow{abc}
|-
|-
| $\overline{abc}\qquad$ \overline{abc} || $\underline{abc}\qquad$ \underline{abc}
| <math>\overline{abc}\qquad</math> \overline{abc} || <math>\underline{abc}\qquad</math> \underline{abc}
|-
|-
| $\overbrace{abc}\qquad$ \overbrace{abc} || $\underbrace{abc}\qquad$ \underbrace{abc}
| <math>\overbrace{abc}\qquad</math> \overbrace{abc} || <math>\underbrace{abc}\qquad</math> \underbrace{abc}
|-
|-
| $\sqrt{abc}\qquad$ \sqrt{abc} || $\sqrt[n]{abc}\qquad$ \sqrt[n]{abc}
| <math>\sqrt{abc}\qquad</math> \sqrt{abc} || <math>\sqrt[n]{abc}\qquad</math> \sqrt[n]{abc}
|-
|-
| $f^3\qquad$ f^3 || $n_\theta\qquad$ n_\theta
| <math>f^3\qquad</math> f^3 || <math>n_\theta\qquad</math> n_\theta
|-
|-
| $r_{in}\qquad$ r_{in} || $r_{in}^2\qquad$ r_{in}^2
| <math>r_{in}\qquad</math> r_{in} || <math>r_{in}^2\qquad</math> r_{in}^2
|-
|-
| $f'\qquad$ f' || $\frac{abc}{xyz}\qquad$ \frac{abc}{xyz}
| <math>f'\qquad</math> f' || <math>\frac{abc}{xyz}\qquad</math> \frac{abc}{xyz}
|-
|-
| $\left[\frac{abc}{xyz}$\right]\qquad$ \left[\frac{abc}{xyz}$\right] ||
| <math>\left[ \frac{abc}{xyz}\right] \qquad</math> \left[ \frac{abc}{xyz}\right] ||
|}
|}


</big>
==Limits==
{| class="wikitable" border="0"
|-
| || <math>\sum_{n=1}^{\infty} \qquad</math> \sum_{n=1}^{\infty}
|-
| <math>\overleftarrow{abc}\qquad</math> \overleftarrow{abc} || <math>\overrightarrow{abc}\qquad</math> \overrightarrow{abc}
|-
| <math>\overline{abc}\qquad</math> \overline{abc} || <math>\underline{abc}\qquad</math> \underline{abc}
|}

Latest revision as of 16:17, 21 December 2022

Math mode accents.

\hat{a} \acute{a} \bar{a} \dot{a}
\check{a} \grave{a} \vec{a} \ddot{a}
\breve{a} \tilde{a}

Greek letters.

\alpha \theta \omicron \tau
\beta \vartheta \pi \upsilon
\gamma \iota \varpi \phi
\delta \kappa \rho \varphi
\epsilon \lambda \varrho \chi
\varepsilon \mu \sigma \psi
\zeta \nu \varsigma \omega
\eta \xi

Uppercase Greek Letters.

\Alpha \Iota \Sigma
\Beta \Kappa \Tau
\Gamma \Lambda \Upsilon
\Delta \Mu \Phi
\Epsilon \Nu \Chi
\Zeta \Xi \Psi
\Eta \Pi \Omega
\Theta \Rho

Binary operation symbols.

\pm \cap \diamond
\mp \cup \bigtriangleup
\times \uplus \bigtriangledown
\div \sqcap \triangleleft
\ast \sqcup \triangleright
\star \vee
\circ \wedge
\bullet \setminus
\cdot \wr
\oplus \ominus \otimes
\oslash \odot \bigcirc
\dagger \ddagger \amalg
+ -

Relation Symbols.

< > =
\leq \geq \equiv
\prec \succ \sim
\preceq \succeq \simeq
\ll \gg \asymp
\lesssim \gtrsim \approx
\subset \supset
\subseteq \supseteq \cong
\sqsubset \sqsupset \neq
\sqsubseteq \sqsupseteq \doteq
\in \ni \notin
\vdash \dashv
\models \perp \mid
\parallel \bowtie
\smile \frown \propto

Arrow Symbols.

\leftarrow \rightarrow
\Leftarrow \Rightarrow
\longleftarrow \longrightarrow
\Longleftarrow \Longrightarrow
\leftrightarrow \Leftrightarrow
\longleftrightarrow \Longleftrightarrow
\mapsto \longmapsto
\hookleftarrow \hookrightarrow
\leftharpoonup \rightharpoonup
\leftharpoondown \rightharpoondown
\rightleftharpoons
\uparrow \downarrow
\Uparrow \Downarrow
\updownarrow \Updownarrow
\nwarrow \nearrow
\swarrow \searrow

Miscellaneous Symbols.

\dagger \ddagger
\S \P
\ldots \cdots \vdots
\ddots \%
\aleph \prime \forall
\hbar \emptyset \exists
\imath
\jmath
\ell \top \natural
\wp \bot \sharp
\Re \backslash \angle
\Im \partial \mho
. \infty \Box
\Diamond \triangle \clubsuit
\diamondsuit \heartsuit \spadesuit

Variable-sized Symbols.

\sum \bigcap \bigodot
\prod \bigcup \bigotimes
\coprod \bigsqcup \bigoplus
\int \bigvee \biguplus
\oint \bigwedge

Delimiters.

Some of these will resize based on the values between the left and right symbols, such as '(' or '['.

( )
[ ]
\uparrow \downarrow
\Uparrow \Downarrow
\updownarrow \Updownarrow
\lfloor \rfloor
\lceil \rceil
\langle \rangle
/ \backslash
| \|

Some Other Constructions.

\widehat{abc}
\overleftarrow{abc} \overrightarrow{abc}
\overline{abc} \underline{abc}
\overbrace{abc} \underbrace{abc}
\sqrt{abc} \sqrt[n]{abc}
f^3 n_\theta
r_{in} r_{in}^2
f' \frac{abc}{xyz}
\left[ \frac{abc}{xyz}\right]

Limits

\sum_{n=1}^{\infty}
\overleftarrow{abc} \overrightarrow{abc}
\overline{abc} \underline{abc}