Help/LaTeX Symbols: Difference between revisions

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| <math>\in\qquad</math> \in || <math>\ni\qquad</math> \ni || <math>\notin\qquad</math> \notin
| <math>\in\qquad</math> \in || <math>\ni\qquad</math> \ni || <math>\notin\qquad</math> \notin
|-
|-
| <math>\vdash\qquad</math> \vdash || <math>\dashv\qquad</math> \dashv || <math>\lt\qquad</math> \lt
| <math>\vdash\qquad</math> \vdash || <math>\dashv\qquad</math> \dashv ||  
|-
|-
| <math>\models\qquad</math> \models || <math>\perp\qquad</math> \perp || <math>\mid\qquad</math> \mid
| <math>\models\qquad</math> \models || <math>\perp\qquad</math> \perp || <math>\mid\qquad</math> \mid
|-
|-
| <math>\parallel\qquad</math> \parallel || <math>\bowtie\qquad</math> \bowtie || <math>\Join\qquad</math> \Join
| <math>\parallel\qquad</math> \parallel || <math>\bowtie\qquad</math> \bowtie ||  
|-
|-
| <math>\smile\qquad</math> \smile || <math>\frown\qquad</math> \frown || <math>\propto\qquad</math> \propto
| <math>\smile\qquad</math> \smile || <math>\frown\qquad</math> \frown || <math>\propto\qquad</math> \propto
|-
|-
| <math>=\qquad</math> = || <math>\gt\qquad</math> \gt || <math>:\qquad</math> :
| <math>=\qquad</math> = || <math>:\qquad</math> : ||  
|}
|}



Revision as of 14:33, 9 October 2012

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
\subset \supset \approx
\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 Failed to parse (SVG with PNG fallback (MathML can be enabled via browser plugin): Invalid response ("Math extension cannot connect to Restbase.") from server "https://en.wikipedia.org/api/rest_v1/":): {\displaystyle \leadsto\qquad} \leadsto
\uparrow \downarrow
\Uparrow \Downarrow
\updownarrow \Updownarrow
\nwarrow \nearrow
\swarrow \searrow


Miscellaneous Symbols.

\dagger \ddagger
\S \P Failed to parse (unknown function "\LaTeX"): {\displaystyle \LaTeX\qquad} \LaTeX
\ldots \cdots \vdots
\ddots \%
\aleph \prime \forall
\hbar \emptyset \exists
Failed to parse (unknown function "\i"): {\displaystyle \i/math\qquad<math> \i/math || <math>\nabla\qquad} \nable \neg
Failed to parse (unknown function "\j"): {\displaystyle \j/math\qquad<math> \j/math || <math>\surd\qquad} \surd \flat
\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.

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

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^3 n_\theta
r_{in} r_{in}^2
f' \frac{abc}{xyz}
\left[ \frac{abc}{xyz}\right]