#+OPTIONS: H:3 num:nil toc:nil \n:nil @:t ::t |:t ^:t -:t f:t *:t TeX:t LaTeX:t skip:nil d:(HIDE) tags:not-in-toc #+STARTUP: align fold nodlcheck hidestars oddeven lognotestate #+SEQ_TODO: TODO(t) INPROGRESS(i) WAITING(w@) | DONE(d) CANCELED(c@) #+TAGS: Write(w) Update(u) Fix(f) Check(c) #+TITLE: Symbols in Org-mode #+AUTHOR: Worg people #+EMAIL: mdl AT imapmail DOT org #+LANGUAGE: en #+PRIORITIES: A C B #+CATEGORY: worg # This file is the default header for new Org files in Worg. Feel free # to tailor it to your needs. [[file:index.org][{Back to Worg's index}]] * Here is a table of symbols for Org-mode #+ATTR_LaTeX: longtable | Name | LaTeX code | LaTeX | HTML code | HTML | ASCII | Latin1 | UTF-8 | |----------------+-------------------------+--------------------------------+---------------+-------------+---------------------------+---------------------------+--------| | nbsp | =~= | $\mbox{~}$ | = = |   | | | | | iexcl | =!`= | $\mbox{!`}$ | =¡= | ¡ | ! | ¡ | ¡ | | cent | =\textcent{}= | $\mbox{\textcent{}}$ | =¢= | ¢ | cent | ¢ | ¢ | | pound | =\pounds{}= | $\mbox{\pounds{}}$ | =£= | £ | pound | £ | £ | | curren | =\textcurrency{}= | $\mbox{\textcurrency{}}$ | =¤= | ¤ | curr. | ¤ | ¤ | | yen | =\textyen{}= | $\mbox{\textyen{}}$ | =¥= | ¥ | yen | ¥ | ¥ | | brvbar | =\textbrokenbar{}= | $\mbox{\textbrokenbar{}}$ | =¦= | ¦ | \vert | ¦ | ¦ | | vert | =\vert{}= | $\vert{}$ | =|= | | | \vert | \vert | \vert | | sect | =\S= | $\mbox{\S}$ | =§= | § | paragraph | § | § | | uml | =\textasciidieresis{}= | $\mbox{\textasciidieresis{}}$ | =¨= | ¨ | [diaeresis] | ¨ | ¨ | | copy | =\textcopyright{}= | $\mbox{\textcopyright{}}$ | =©= | © | (c) | © | © | | ordf | =\textordfeminine{}= | $\mbox{\textordfeminine{}}$ | =ª= | ª | _a_ | ª | ª | | laquo | =\guillemotleft{}= | $\mbox{\guillemotleft{}}$ | =«= | « | << | « | « | | not | =\textlnot{}= | $\mbox{\textlnot{}}$ | =¬= | ¬ | [angled dash] | ¬ | ¬ | | shy | =\-= | $\mbox{\-}$ | =­= | ­ | | | | | reg | =\textregistered{}= | $\mbox{\textregistered{}}$ | =®= | ® | (r) | ® | ® | | macr | =\textasciimacron{}= | $\mbox{\textasciimacron{}}$ | =¯= | ¯ | [macron] | ¯ | ¯ | | deg | =\textdegree{}= | $\mbox{\textdegree{}}$ | =deg= | deg | degree | ° | ° | | pm | =\textpm{}= | $\mbox{\textpm{}}$ | =±= | ± | +- | ± | ± | | plusmn | =\textpm{}= | $\mbox{\textpm{}}$ | =±= | ± | +- | ± | ± | | sup2 | =\texttwosuperior{}= | $\mbox{\texttwosuperior{}}$ | =²= | ² | ^2 | ² | ² | | sup3 | =\textthreesuperior{}= | $\mbox{\textthreesuperior{}}$ | =³= | ³ | ^3 | ³ | ³ | | acutex | =\acute x= | $\acute x$ | =´ x;= | ´ x; | 'x | 'x | 𝑥́ | | micro | =\textmu{}= | $\mbox{\textmu{}}$ | =µ= | µ | micro | µ | µ | | para | =\P{}= | $\mbox{\P{}}$ | =¶= | ¶ | [pilcrow] | ¶ | ¶ | | middot | =\textperiodcentered{}= | $\mbox{\textperiodcentered{}}$ | =·= | · | . | · | · | | odot | =\odot= | $\odot$ | =o= | o | [circled dot] | [circled dot] | ʘ | | star | =\star= | $\star$ | =*= | * | * | * | ⋆ | | cedil | =\c{}= | $\mbox{\c{}}$ | =¸= | ¸ | [cedilla] | ¸ | ¸ | | sup1 | =\textonesuperior{}= | $\mbox{\textonesuperior{}}$ | =¹= | ¹ | ^1 | ¹ | ¹ | | ordm | =\textordmasculine{}= | $\mbox{\textordmasculine{}}$ | =º= | º | _o_ | º | º | | raquo | =\guillemotright{}= | $\mbox{\guillemotright{}}$ | =»= | » | >> | » | » | | iquest | =?`= | $\mbox{?`}$ | =¿= | ¿ | ? | ¿ | ¿ | | Agrave | =\`{A}= | $\mbox{\`{A}}$ | =À= | À | A | À | À | | Aacute | =\'{A}= | $\mbox{\'{A}}$ | =Á= | Á | A | Á | Á | | Acirc | =\^{A}= | $\mbox{\^{A}}$ | =Â= |  | A |  |  | | Atilde | =\~{A}= | $\mbox{\~{A}}$ | =Ã= | à | A | à | à | | Auml | =\"{A}= | $\mbox{\"{A}}$ | =Ä= | Ä | Ae | Ä | Ä | | Aring | =\AA{}= | $\mbox{\AA{}}$ | =Å= | Å | A | Å | Å | | AA | =\AA{}= | $\mbox{\AA{}}$ | =Å= | Å | A | Å | Å | | AElig | =\AE{}= | $\mbox{\AE{}}$ | =Æ= | Æ | AE | Æ | Æ | | Ccedil | =\c{C}= | $\mbox{\c{C}}$ | =Ç= | Ç | C | Ç | Ç | | Egrave | =\`{E}= | $\mbox{\`{E}}$ | =È= | È | E | È | È | | Eacute | =\'{E}= | $\mbox{\'{E}}$ | =É= | É | E | É | É | | Ecirc | =\^{E}= | $\mbox{\^{E}}$ | =Ê= | Ê | E | Ê | Ê | | Euml | =\"{E}= | $\mbox{\"{E}}$ | =Ë= | Ë | E | Ë | Ë | | Igrave | =\`{I}= | $\mbox{\`{I}}$ | =Ì= | Ì | I | Ì | Ì | | Iacute | =\'{I}= | $\mbox{\'{I}}$ | =Í= | Í | I | Í | Í | | Icirc | =\^{I}= | $\mbox{\^{I}}$ | =Î= | Î | I | Î | Î | | Iuml | =\"{I}= | $\mbox{\"{I}}$ | =Ï= | Ï | I | Ï | Ï | | ETH | =\DH{}= | $\mbox{\DH{}}$ | =Ð= | Ð | D | Ð | Ð | | Ntilde | =\~{N}= | $\mbox{\~{N}}$ | =Ñ= | Ñ | N | Ñ | Ñ | | Ograve | =\`{O}= | $\mbox{\`{O}}$ | =Ò= | Ò | O | Ò | Ò | | Oacute | =\'{O}= | $\mbox{\'{O}}$ | =Ó= | Ó | O | Ó | Ó | | Ocirc | =\^{O}= | $\mbox{\^{O}}$ | =Ô= | Ô | O | Ô | Ô | | Otilde | =\~{O}= | $\mbox{\~{O}}$ | =Õ= | Õ | O | Õ | Õ | | Ouml | =\"{O}= | $\mbox{\"{O}}$ | =Ö= | Ö | Oe | Ö | Ö | | times | =\texttimes{}= | $\mbox{\texttimes{}}$ | =×= | × | * | × | × | | Oslash | =\O= | $\mbox{\O}$ | =Ø= | Ø | O | Ø | Ø | | Ugrave | =\`{U}= | $\mbox{\`{U}}$ | =Ù= | Ù | U | Ù | Ù | | Uacute | =\'{U}= | $\mbox{\'{U}}$ | =Ú= | Ú | U | Ú | Ú | | Ucirc | =\^{U}= | $\mbox{\^{U}}$ | =Û= | Û | U | Û | Û | | Uuml | =\"{U}= | $\mbox{\"{U}}$ | =Ü= | Ü | Ue | Ü | Ü | | Yacute | =\'{Y}= | $\mbox{\'{Y}}$ | =Ý= | Ý | Y | Ý | Ý | | THORN | =\TH{}= | $\mbox{\TH{}}$ | =Þ= | Þ | TH | Þ | Þ | | szlig | =\ss{}= | $\mbox{\ss{}}$ | =ß= | ß | ss | ß | ß | | agrave | =\`{a}= | $\mbox{\`{a}}$ | =à= | à | a | à | à | | aacute | =\'{a}= | $\mbox{\'{a}}$ | =á= | á | a | á | á | | acirc | =\^{a}= | $\mbox{\^{a}}$ | =â= | â | a | â | â | | atilde | =\~{a}= | $\mbox{\~{a}}$ | =ã= | ã | a | ã | ã | | auml | =\"{a}= | $\mbox{\"{a}}$ | =ä= | ä | ae | ä | ä | | aring | =\aa{}= | $\mbox{\aa{}}$ | =å= | å | a | å | å | | aelig | =\ae{}= | $\mbox{\ae{}}$ | =æ= | æ | ae | æ | æ | | ccedil | =\c{c}= | $\mbox{\c{c}}$ | =ç= | ç | c | ç | ç | | checkmark | =\checkmark= | $\checkmark$ | =✓= | ✓ | [checkmark] | [checkmark] | ✓ | | egrave | =\`{e}= | $\mbox{\`{e}}$ | =è= | è | e | è | è | | eacute | =\'{e}= | $\mbox{\'{e}}$ | =é= | é | e | é | é | | ecirc | =\^{e}= | $\mbox{\^{e}}$ | =ê= | ê | e | ê | ê | | euml | =\"{e}= | $\mbox{\"{e}}$ | =ë= | ë | e | ë | ë | | igrave | =\`{i}= | $\mbox{\`{i}}$ | =ì= | ì | i | ì | ì | | iacute | =\'{i}= | $\mbox{\'{i}}$ | =í= | í | i | í | í | | icirc | =\^{i}= | $\mbox{\^{i}}$ | =î= | î | i | î | î | | iuml | =\"{i}= | $\mbox{\"{i}}$ | =ï= | ï | i | ï | ï | | eth | =\dh{}= | $\mbox{\dh{}}$ | =ð= | ð | dh | ð | ð | | ntilde | =\~{n}= | $\mbox{\~{n}}$ | =ñ= | ñ | n | ñ | ñ | | ograve | =\`{o}= | $\mbox{\`{o}}$ | =ò= | ò | o | ò | ò | | oacute | =\'{o}= | $\mbox{\'{o}}$ | =ó= | ó | o | ó | ó | | ocirc | =\^{o}= | $\mbox{\^{o}}$ | =ô= | ô | o | ô | ô | | otilde | =\~{o}= | $\mbox{\~{o}}$ | =õ= | õ | o | õ | õ | | ouml | =\"{o}= | $\mbox{\"{o}}$ | =ö= | ö | oe | ö | ö | | oslash | =\o{}= | $\mbox{\o{}}$ | =ø= | ø | o | ø | ø | | ugrave | =\`{u}= | $\mbox{\`{u}}$ | =ù= | ù | u | ù | ù | | uacute | =\'{u}= | $\mbox{\'{u}}$ | =ú= | ú | u | ú | ú | | ucirc | =\^{u}= | $\mbox{\^{u}}$ | =û= | û | u | û | û | | uuml | =\"{u}= | $\mbox{\"{u}}$ | =ü= | ü | ue | ü | ü | | yacute | =\'{y}= | $\mbox{\'{y}}$ | =ý= | ý | y | ý | ý | | thorn | =\th{}= | $\mbox{\th{}}$ | =þ= | þ | th | þ | þ | | yuml | =\"{y}= | $\mbox{\"{y}}$ | =ÿ= | ÿ | y | ÿ | ÿ | | fnof | =\textit{f}= | $\mbox{\textit{f}}$ | =ƒ= | ƒ | f | f | ƒ | | Alpha | =A= | $\mbox{A}$ | =Α= | Α | Alpha | Alpha | Α | | Beta | =B= | $\mbox{B}$ | =Β= | Β | Beta | Beta | Β | | Gamma | =\Gamma= | $\Gamma$ | =Γ= | Γ | Gamma | Gamma | Γ | | Delta | =\Delta= | $\Delta$ | =Δ= | Δ | Delta | Gamma | Δ | | Epsilon | =E= | $\mbox{E}$ | =Ε= | Ε | Epsilon | Epsilon | Ε | | Zeta | =Z= | $\mbox{Z}$ | =Ζ= | Ζ | Zeta | Zeta | Ζ | | Eta | =H= | $\mbox{H}$ | =Η= | Η | Eta | Eta | Η | | Theta | =\Theta= | $\Theta$ | =Θ= | Θ | Theta | Theta | Θ | | Iota | =I= | $\mbox{I}$ | =Ι= | Ι | Iota | Iota | Ι | | Kappa | =K= | $\mbox{K}$ | =Κ= | Κ | Kappa | Kappa | Κ | | Lambda | =\Lambda= | $\Lambda$ | =Λ= | Λ | Lambda | Lambda | Λ | | Mu | =M= | $\mbox{M}$ | =Μ= | Μ | Mu | Mu | Μ | | Nu | =N= | $\mbox{N}$ | =Ν= | Ν | Nu | Nu | Ν | | Xi | =\Xi= | $\Xi$ | =Ξ= | Ξ | Xi | Xi | Ξ | | Omicron | =O= | $\mbox{O}$ | =Ο= | Ο | Omicron | Omicron | Ο | | Pi | =\Pi= | $\Pi$ | =Π= | Π | Pi | Pi | Π | | Rho | =P= | $\mbox{P}$ | =Ρ= | Ρ | Rho | Rho | Ρ | | Sigma | =\Sigma= | $\Sigma$ | =Σ= | Σ | Sigma | Sigma | Σ | | Tau | =T= | $\mbox{T}$ | =Τ= | Τ | Tau | Tau | Τ | | Upsilon | =\Upsilon= | $\Upsilon$ | =Υ= | Υ | Upsilon | Upsilon | Υ | | Phi | =\Phi= | $\Phi$ | =Φ= | Φ | Phi | Phi | Φ | | Chi | =X= | $\mbox{X}$ | =Χ= | Χ | Chi | Chi | Χ | | Psi | =\Psi= | $\Psi$ | =Ψ= | Ψ | Psi | Psi | Ψ | | Omega | =\Omega= | $\Omega$ | =Ω= | Ω | Omega | Omega | Ω | | alpha | =\alpha= | $\alpha$ | =α= | α | alpha | alpha | α | | beta | =\beta= | $\beta$ | =β= | β | beta | beta | β | | gamma | =\gamma= | $\gamma$ | =γ= | γ | gamma | gamma | γ | | delta | =\delta= | $\delta$ | =δ= | δ | delta | delta | δ | | epsilon | =\epsilon= | $\epsilon$ | =ε= | ε | epsilon | epsilon | ε | | varepsilon | =\varepsilon= | $\varepsilon$ | =ε= | ε | varepsilon | varepsilon | ε | | zeta | =\zeta= | $\zeta$ | =ζ= | ζ | zeta | zeta | ζ | | eta | =\eta= | $\eta$ | =η= | η | eta | eta | η | | theta | =\theta= | $\theta$ | =θ= | θ | theta | theta | θ | | iota | =\iota= | $\iota$ | =ι= | ι | iota | iota | ι | | kappa | =\kappa= | $\kappa$ | =κ= | κ | kappa | kappa | κ | | lambda | =\lambda= | $\lambda$ | =λ= | λ | lambda | lambda | λ | | mu | =\mu= | $\mu$ | =μ= | μ | mu | mu | μ | | nu | =\nu= | $\nu$ | =ν= | ν | nu | nu | ν | | xi | =\xi= | $\xi$ | =ξ= | ξ | xi | xi | ξ | | omicron | =\textit{o}= | $\mbox{\textit{o}}$ | =ο= | ο | omicron | omicron | ο | | pi | =\pi= | $\pi$ | =π= | π | pi | pi | π | | rho | =\rho= | $\rho$ | =ρ= | ρ | rho | rho | ρ | | sigmaf | =\varsigma= | $\varsigma$ | =ς= | ς | sigmaf | sigmaf | ς | | varsigma | =\varsigma= | $\varsigma$ | =ς= | ς | varsigma | varsigma | ς | | sigma | =\sigma= | $\sigma$ | =σ= | σ | sigma | sigma | σ | | tau | =\tau= | $\tau$ | =τ= | τ | tau | tau | τ | | upsilon | =\upsilon= | $\upsilon$ | =υ= | υ | upsilon | upsilon | υ | | phi | =\phi= | $\phi$ | =φ= | φ | phi | phi | φ | | chi | =\chi= | $\chi$ | =χ= | χ | chi | chi | χ | | psi | =\psi= | $\psi$ | =ψ= | ψ | psi | psi | ψ | | omega | =\omega= | $\omega$ | =ω= | ω | omega | omega | ω | | thetasym | =\vartheta= | $\vartheta$ | =ϑ= | ϑ | theta | theta | ϑ | | vartheta | =\vartheta= | $\vartheta$ | =ϑ= | ϑ | theta | theta | ϑ | | upsih | =\Upsilon= | $\Upsilon$ | =ϒ= | ϒ | upsilon | upsilon | ϒ | | piv | =\varpi= | $\varpi$ | =ϖ= | ϖ | omega-pi | omega-pi | ϖ | | bull | =\textbullet{}= | $\mbox{\textbullet{}}$ | =•= | • | * | * | • | | bullet | =\textbullet{}= | $\mbox{\textbullet{}}$ | =•= | • | * | * | • | | hellip | =\dots{}= | $\mbox{\dots{}}$ | =…= | … | ... | ... | … | | dots | =\dots{}= | $\mbox{\dots{}}$ | =…= | … | ... | ... | … | | prime | =\prime= | $\prime$ | =′= | ′ | ' | ' | ′ | | Prime | =\prime{}\prime= | $\prime{}\prime$ | =″= | ″ | '' | '' | ″ | | oline | =\overline{~}= | $\overline{~}$ | =‾= | ‾ | [overline] | ¯ | ‾ | | frasl | =/= | $\mbox{/}$ | =⁄= | ⁄ | / | / | ⁄ | | weierp | =\wp= | $\wp$ | =℘= | ℘ | P | P | ℘ | | image | =\Im= | $\Im$ | =ℑ= | ℑ | I | I | ℑ | | real | =\Re= | $\Re$ | =ℜ= | ℜ | R | R | ℜ | | trade | =\texttrademark{}= | $\mbox{\texttrademark{}}$ | =™= | ™ | TM | TM | ™ | | alefsym | =\aleph= | $\aleph$ | =ℵ= | ℵ | aleph | aleph | ℵ | | larr | =\leftarrow= | $\leftarrow$ | =←= | ← | <- | <- | ← | | leftarrow | =\leftarrow= | $\leftarrow$ | =←= | ← | <- | <- | ← | | gets | =\gets= | $\gets$ | =←= | ← | <- | <- | ← | | uarr | =\uparrow= | $\uparrow$ | =↑= | ↑ | [uparrow] | [uparrow] | ↑ | | uparrow | =\uparrow= | $\uparrow$ | =↑= | ↑ | [uparrow] | [uparrow] | ↑ | | rarr | =\rightarrow= | $\rightarrow$ | =→= | → | -> | -> | → | | to | =\to= | $\to$ | =→= | → | -> | -> | → | | rightarrow | =\rightarrow= | $\rightarrow$ | =→= | → | -> | -> | → | | darr | =\downarrow= | $\downarrow$ | =↓= | ↓ | [downarrow] | [downarrow] | ↓ | | downarrow | =\downarrow= | $\downarrow$ | =↓= | ↓ | [downarrow] | [downarrow] | ↓ | | harr | =\leftrightarrow= | $\leftrightarrow$ | =↔= | ↔ | <-> | <-> | ↔ | | leftrightarrow | =\leftrightarrow= | $\leftrightarrow$ | =↔= | ↔ | <-> | <-> | ↔ | | crarr | =\hookleftarrow= | $\hookleftarrow$ | =↵= | ↵ | <-' | <-' | ↵ | | hookleftarrow | =\hookleftarrow= | $\hookleftarrow$ | =↵= | ↵ | <-' | <-' | ↵ | | lArr | =\Leftarrow= | $\Leftarrow$ | =⇐= | ⇐ | <= | <= | ⇐ | | Leftarrow | =\Leftarrow= | $\Leftarrow$ | =⇐= | ⇐ | <= | <= | ⇐ | | uArr | =\Uparrow= | $\Uparrow$ | =⇑= | ⇑ | [dbluparrow] | [dbluparrow] | ⇑ | | Uparrow | =\Uparrow= | $\Uparrow$ | =⇑= | ⇑ | [dbluparrow] | [dbluparrow] | ⇑ | | rArr | =\Rightarrow= | $\Rightarrow$ | =⇒= | ⇒ | = > | = > | ⇒ | | Rightarrow | =\Rightarrow= | $\Rightarrow$ | =⇒= | ⇒ | = > | = > | ⇒ | | dArr | =\Downarrow= | $\Downarrow$ | =⇓= | ⇓ | [dbldownarrow] | [dbldownarrow] | ⇓ | | Downarrow | =\Downarrow= | $\Downarrow$ | =⇓= | ⇓ | [dbldownarrow] | [dbldownarrow] | ⇓ | | hArr | =\Leftrightarrow= | $\Leftrightarrow$ | =⇔= | ⇔ | <=> | <=> | ⇔ | | Leftrightarrow | =\Leftrightarrow= | $\Leftrightarrow$ | =⇔= | ⇔ | <=> | <=> | ⇔ | | forall | =\forall= | $\forall$ | =∀= | ∀ | [for all] | [for all] | ∀ | | partial | =\partial= | $\partial$ | =∂= | ∂ | [partial differential] | [partial differential] | ∂ | | exist | =\exists= | $\exists$ | =∃= | ∃ | [there exists] | [there exists] | ∃ | | exists | =\exists= | $\exists$ | =∃= | ∃ | [there exists] | [there exists] | ∃ | | empty | =\empty= | $\empty$ | =∅= | ∅ | [empty set] | [empty set] | ∅ | | emptyset | =\emptyset= | $\emptyset$ | =∅= | ∅ | [empty set] | [empty set] | ∅ | | nabla | =\nabla= | $\nabla$ | =∇= | ∇ | [nabla] | [nabla] | ∇ | | isin | =\in= | $\in$ | =∈= | ∈ | [element of] | [element of] | ∈ | | in | =\in= | $\in$ | =∈= | ∈ | [element of] | [element of] | ∈ | | notin | =\notin= | $\notin$ | =∉= | ∉ | [not an element of] | [not an element of] | ∉ | | ni | =\ni= | $\ni$ | =∋= | ∋ | [contains as member] | [contains as member] | ∋ | | prod | =\prod= | $\prod$ | =∏= | ∏ | [product] | [n-ary product] | ∏ | | sum | =\sum= | $\sum$ | =∑= | ∑ | [sum] | [sum] | ∑ | | minus | =-= | $-$ | =−= | − | - | - | − | | lowast | =\ast= | $\ast$ | =∗= | ∗ | * | * | ∗ | | ast | =\ast= | $\ast$ | =∗= | ∗ | * | * | * | | radic | =\sqrt{,}= | $\sqrt{,}$ | =√= | √ | [square root] | [square root] | √ | | prop | =\propto= | $\propto$ | =∝= | ∝ | [proportional to] | [proportional to] | ∝ | | proptp | =\propto= | $\propto$ | =∝= | ∝ | [proportional to] | [proportional to] | ∝ | | infin | =\propto= | $\propto$ | =∞= | ∞ | [infinity] | [infinity] | ∞ | | infty | =\infty= | $\infty$ | =∞= | ∞ | [infinity] | [infinity] | ∞ | | ang | =\angle= | $\angle$ | =∠= | ∠ | [angle] | [angle] | ∠ | | angle | =\angle= | $\angle$ | =∠= | ∠ | [angle] | [angle] | ∠ | | and | =\wedge= | $\wedge$ | =∧= | ∧ | [logical and] | [logical and] | ∧ | | wedge | =\wedge= | $\wedge$ | =∧= | ∧ | [logical and] | [logical and] | ∧ | | or | =\vee= | $\vee$ | =∨= | ∨ | [logical or] | [logical or] | ∨ | | vee | =\vee= | $\vee$ | =∨= | ∨ | [logical or] | [logical or] | ∨ | | cap | =\cap= | $\cap$ | =∩= | ∩ | [intersection] | [intersection] | ∩ | | cup | =\cup= | $\cup$ | =∪= | ∪ | [union] | [union] | ∪ | | int | =\int= | $\int$ | =∫= | ∫ | [integral] | [integral] | ∫ | | there4 | =\therefore= | $\therefore$ | =∴= | ∴ | [therefore] | [therefore] | ∴ | | sim | =\sim= | $\sim$ | =∼= | ∼ | ~ | ~ | ∼ | | cong | =\cong= | $\cong$ | =≅= | ≅ | [approx. equal to] | [approx. equal to] | ≅ | | simeq | =\simeq= | $\simeq$ | =≅= | ≅ | [approx. equal to] | [approx. equal to] | ≅ | | asymp | =\asymp= | $\asymp$ | =≈= | ≈ | [almost equal to] | [almost equal to] | ≈ | | approx | =\approx= | $\approx$ | =≈= | ≈ | [almost equal to] | [almost equal to] | ≈ | | ne | =\ne= | $\ne$ | =≠= | ≠ | [not equal to] | [not equal to] | ≠ | | neq | =\neq= | $\neq$ | =≠= | ≠ | [not equal to] | [not equal to] | ≠ | | equiv | =\equiv= | $\equiv$ | =≡= | ≡ | [identical to] | [identical to] | ≡ | | le | =\le= | $\le$ | =≤= | ≤ | <= | <= | ≤ | | ge | =\ge= | $\ge$ | =≥= | ≥ | >= | >= | ≥ | | sub | =\subset= | $\subset$ | =⊂= | ⊂ | [subset of] | [subset of] | ⊂ | | subset | =\subset= | $\subset$ | =⊂= | ⊂ | [subset of] | [subset of] | ⊂ | | sup | =\supset= | $\supset$ | =⊃= | ⊃ | [superset of] | [superset of] | ⊃ | | supset | =\supset= | $\supset$ | =⊃= | ⊃ | [superset of] | [superset of] | ⊃ | | nsub | =\not\subset= | $\not\subset$ | =⊄= | ⊄ | [not a subset of] | [not a subset of | ⊄ | | sube | =\subseteq= | $\subseteq$ | =⊆= | ⊆ | [subset of or equal to] | [subset of or equal to] | ⊆ | | supe | =\supseteq= | $\supseteq$ | =⊇= | ⊇ | [superset of or equal to] | [superset of or equal to] | ⊇ | | oplus | =\oplus= | $\oplus$ | =⊕= | ⊕ | [circled plus] | [circled plus] | ⊕ | | otimes | =\otimes= | $\otimes$ | =⊗= | ⊗ | [circled times] | [circled times] | ⊗ | | perp | =\perp= | $\perp$ | =⊥= | ⊥ | [up tack] | [up tack] | ⊥ | | sdot | =\cdot= | $\cdot$ | =⋅= | ⋅ | [dot] | [dot] | ⋅ | | cdot | =\cdot= | $\cdot$ | =⋅= | ⋅ | [dot] | [dot] | ⋅ | | lceil | =\lceil= | $\lceil$ | =⌈= | ⌈ | [left ceiling] | [left ceiling] | ⌈ | | rceil | =\rceil= | $\rceil$ | =⌉= | ⌉ | [right ceiling] | [right ceiling] | ⌉ | | lfloor | =\lfloor= | $\lfloor$ | =⌊= | ⌊ | [left floor] | [left floor] | ⌊ | | rfloor | =\rfloor= | $\rfloor$ | =⌋= | ⌋ | [right floor] | [right floor] | ⌋ | | lang | =\langle= | $\langle$ | =⟨= | ⟨ | < | < | ⟨ | | rang | =\rangle= | $\rangle$ | =⟩= | ⟩ | > | > | ⟩ | | loz | =\diamond= | $\diamond$ | =◊= | ◊ | [lozenge] | [lozenge] | ◊ | | Diamond | =\diamond= | $\diamond$ | =⋄= | ⋄ | [diamond] | [diamond] | ⋄ | | spades | =\spadesuit= | $\spadesuit$ | =♠= | ♠ | [spades] | [spades] | ♠ | | spadesuit | =\spadesuit= | $\spadesuit$ | =♠= | ♠ | [spades] | [spades] | ♠ | | clubs | =\clubsuit= | $\clubsuit$ | =♣= | ♣ | [clubs] | [clubs] | ♣ | | clubsuit | =\clubsuit= | $\clubsuit$ | =♣= | ♣ | [clubs] | [clubs] | ♣ | | hearts | =\heartsuit= | $\heartsuit$ | =♥= | ♥ | [hearts] | [hearts] | ♥ | | heartsuit | =\heartsuit= | $\heartsuit$ | =♥= | ♥ | [hearts] | [hearts] | ♥ | | diamondsuit | =\diamondsuit= | $\diamondsuit$ | =♦= | ♦ | [diamonds] | [diamonds] | ♦ | | diams | =\diamondsuit= | $\diamondsuit$ | =♦= | ♦ | [diamonds] | [diamonds] | ♦ | | smile | =\smile= | $\smile$ | =☺= | ☺ | :-) | :-) | ⌣ | | blacksmile | =\blacksmiley{}= | $\mbox{\blacksmiley{}}$ | =☻= | ☻ | :-) | :-) | ☻ | | sad | =\frownie{}= | $\mbox{\frownie{}}$ | =☹= | ☹ | :-( | :-( | ☹ | | quot | =\textquotedbl{}= | $\mbox{\textquotedbl{}}$ | ="= | " | " | " | " | | amp | =\&= | $\mbox{\&}$ | =&= | & | & | & | & | | lt | =\textless{}= | $\mbox{\textless{}}$ | =<= | < | < | < | < | | gt | =\textgreater{}= | $\mbox{\textgreater{}}$ | =>= | > | > | > | > | | OElig | =\OE{}= | $\mbox{\OE{}}$ | =Œ= | Œ | OE | OE | Œ | | oelig | =\oe{}= | $\mbox{\oe{}}$ | =œ= | œ | oe | oe | œ | | Scaron | =\v{S}= | $\mbox{\v{S}}$ | =Š= | Š | S | S | Š | | scaron | =\v{s}= | $\mbox{\v{s}}$ | =š= | š | s | s | š | | Yuml | =\"{Y}= | $\mbox{\"{Y}}$ | =Ÿ= | Ÿ | Y | Y | Ÿ | | circ | =\circ= | $\circ$ | =ˆ= | ˆ | ^ | ^ | ˆ | | tilde | =~{}= | $\mbox{~{}}$ | =˜= | ˜ | ~ | ~ | ~ | | ensp | =\hspace*{.5em}= | $\mbox{\hspace*{.5em}}$ | = = |   | | |   | | emsp | =\hspace*{1em}= | $\mbox{\hspace*{1em}}$ | = = |   | | |   | | thinsp | =\hspace*{.2em}= | $\mbox{\hspace*{.2em}}$ | = = |   | | |   | | zwnj | =\/{}= | $\mbox{\/{}}$ | =‌= | ‌ | | | ‌ | | zwj | == | $\mbox{}$ | =‍= | ‍ | | | ‍ | | lrm | == | $\mbox{}$ | =‎= | ‎ | | | ‎ | | rlm | == | $\mbox{}$ | =‏= | ‏ | | | ‏ | | ndash | =--= | $\mbox{--}$ | =–= | – | - | - | – | | mdash | =---= | $\mbox{---}$ | =—= | — | -- | -- | — | | lsquo | =\textquoteleft{}= | $\mbox{\textquoteleft{}}$ | =‘= | ‘ | ` | ` | ‘ | | rsquo | =\textquoteright{}= | $\mbox{\textquoteright{}}$ | =’= | ’ | ' | ' | ’ | | sbquo | =\quotesinglbase{}= | $\mbox{\quotesinglbase{}}$ | =‚= | ‚ | , | , | ‚ | | ldquo | =\textquotedblleft{}= | $\mbox{\textquotedblleft{}}$ | =“= | “ | " | " | “ | | rdquo | =\textquotedblright{}= | $\mbox{\textquotedblright{}}$ | =”= | ” | " | " | ” | | bdquo | =\quotedblbase{}= | $\mbox{\quotedblbase{}}$ | =„= | „ | " | " | „ | | dagger | =\textdagger{}= | $\mbox{\textdagger{}}$ | =†= | † | [dagger] | [dagger] | † | | Dagger | =\textdaggerdbl{}= | $\mbox{\textdaggerdbl{}}$ | =‡= | ‡ | [doubledagger] | [doubledagger] | ‡ | | permil | =\textperthousand{}= | $\mbox{\textperthousand{}}$ | =‰= | ‰ | per thousand | per thousand | ‰ | | lsaquo | =\guilsinglleft{}= | $\mbox{\guilsinglleft{}}$ | =‹= | ‹ | < | < | ‹ | | rsaquo | =\guilsinglright{}= | $\mbox{\guilsinglright{}}$ | =›= | › | > | > | › | | euro | =\texteuro{}= | $\mbox{\texteuro{}}$ | =€= | € | EUR | EUR | € | | EUR | =\EUR{}= | $\mbox{\EUR{}}$ | =€= | € | EUR | EUR | € | | EURdig | =\EURdig{}= | $\mbox{\EURdig{}}$ | =€= | € | EUR | EUR | € | | EURhv | =\EURhv{}= | $\mbox{\EURhv{}}$ | =€= | € | EUR | EUR | € | | EURcr | =\EURcr{}= | $\mbox{\EURcr{}}$ | =€= | € | EUR | EUR | € | | EURtm | =\EURtm{}= | $\mbox{\EURtm{}}$ | =€= | € | EUR | EUR | € | | arccos | =\arccos= | $\arccos$ | =arccos= | arccos | arccos | arccos | arccos | | arcsin | =\arcsin= | $\arcsin$ | =arcsin= | arcsin | arcsin | arcsin | arcsin | | arctan | =\arctan= | $\arctan$ | =arctan= | arctan | arctan | arctan | arctan | | arg | =\arg= | $\arg$ | =arg= | arg | arg | arg | arg | | cos | =\cos= | $\cos$ | =cos= | cos | cos | cos | cos | | cosh | =\cosh= | $\cosh$ | =cosh= | cosh | cosh | cosh | cosh | | cot | =\cot= | $\cot$ | =cot= | cot | cot | cot | cot | | coth | =\coth= | $\coth$ | =coth= | coth | coth | coth | coth | | csc | =\csc= | $\csc$ | =csc= | csc | csc | csc | csc | | deg | =\deg= | $\deg$ | =°= | ° | deg | deg | deg | | det | =\det= | $\det$ | =det= | det | det | det | det | | dim | =\dim= | $\dim$ | =dim= | dim | dim | dim | dim | | exp | =\exp= | $\exp$ | =exp= | exp | exp | exp | exp | | gcd | =\gcd= | $\gcd$ | =gcd= | gcd | gcd | gcd | gcd | | hom | =\hom= | $\hom$ | =hom= | hom | hom | hom | hom | | inf | =\inf= | $\inf$ | =inf= | inf | inf | inf | inf | | ker | =\ker= | $\ker$ | =ker= | ker | ker | ker | ker | | lg | =\lg= | $\lg$ | =lg= | lg | lg | lg | lg | | lim | =\lim= | $\lim$ | =lim= | lim | lim | lim | lim | | liminf | =\liminf= | $\liminf$ | =liminf= | liminf | liminf | liminf | liminf | | limsup | =\limsup= | $\limsup$ | =limsup= | limsup | limsup | limsup | limsup | | ln | =\ln= | $\ln$ | =ln= | ln | ln | ln | ln | | log | =\log= | $\log$ | =log= | log | log | log | log | | max | =\max= | $\max$ | =max= | max | max | max | max | | min | =\min= | $\min$ | =min= | min | min | min | min | | Pr | =\Pr= | $\Pr$ | =Pr= | Pr | Pr | Pr | Pr | | sec | =\sec= | $\sec$ | =sec= | sec | sec | sec | sec | | sin | =\sin= | $\sin$ | =sin= | sin | sin | sin | sin | | sinh | =\sinh= | $\sinh$ | =sinh= | sinh | sinh | sinh | sinh | | sup | =\sup= | $\sup$ | =⊃= | ⊃ | sup | sup | sup | | tan | =\tan= | $\tan$ | =tan= | tan | tan | tan | tan | | tanh | =\tanh= | $\tanh$ | =tanh= | tanh | tanh | tanh | tanh | | frac12 | =\textonehalf{}= | $\mbox{\textonehalf{}}$ | =½= | ½ | 1/2 | ½ | ½ | | frac14 | =\textonequarter{}= | $\mbox{\textonequarter{}}$ | =¼= | ¼ | 1/4 | ¼ | ¼ | | frac34 | =\textthreequarters{}= | $\mbox{\textthreequarters{}}$ | =¾= | ¾ | 3/4 | ¾ | ¾ | | div | =\textdiv{}= | $\mbox{\textdiv{}}$ | =÷= | ÷ | / | ÷ | ÷ | | acute | =\textasciiacute{}= | $\mbox{\textasciiacute{}}$ | =´= | ´ | ' | ´ | ´ | | nsup | =\not\supset= | $\not\supset$ | =⊅= | ⊅ | [not a superset of] | [not a superset of] | ⊅ | | smiley | =\smiley{}= | $\mbox{\smiley{}}$ | =☺= | ☺ | :-) | :-) | ☺ |