D. Tablas de símbolos matemáticos[1]
Tabla D-1. Acentos
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\hat{a}
\check{a}
\tilde{a}
\acute{a}
\grave{a}
\dot{a}
\ddot{a}
\breve{a}
\bar{a}
\vec{a}
\widehat{A}
\widetilde{A}Tabla D-2. Letras griegas minúsculas
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\alpha
\theta
o
\upsilon
\beta
\vartheta
\pi
\phi
\gamma
\iota
\varpi
\varphi
\delta
\kappa
\rho
\chi
\epsilon
\lambda
\varrho
\psi
\varepsilon
\mu
\sigma
\omega
\zeta
\nu
\varsigma
\eta
\xi
\tauTabla D-3. Letras griegas mayúsculas
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\Gamma
\Lambda
\Sigma
\Psi
\Delta
\Xi
\Upsilon
\Omega
\Theta
\Pi
\PhiTabla D-4. Relaciones Binarias[2][3]
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<
>
=
\equiv
\geq or
\ge
\leq or
\le
\gg
\doteq
\prec
\succ
\sim
\preceq
\succeq
\simeq
\subset
\supset
\approx
\subseteq
\supseteq
\cong
\sqsubseteq
\sqsupseteq
\bowtie
\in
\ni ,
\owns
\propto
\vdash
\dashv
\models
\mid
\parallel
\perp
\smile
\frown
\asymp
:Tabla D-5. Flechas[4]
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\leftarrow or
\gets
\longleftarrow
\uparrow
\rightarrow or
\to
\longrightarrow
\downarrow
\leftrightarrow
\longleftrightarrow
\updownarrow
\Leftarrow
\Longleftarrow
\Uparrow
\Rightarrow
\Longrightarrow
\Leftrightarrow
\Leftrightarrow
\Longleftrightarrow
\Updownarrow
\mapsto
\longmapsto
\nearrow
\hookleftarrow
\hookrightarrow
\searrow
\leftharpoonup
\rightharpoonup
\swarrow
\leftharpoondown
\rightharpoondown
\nwarrow
\rightleftharpoons
\iff (bigger spaces)Tabla D-6. Operadores Binarios
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+
-
\pm
\mp
\triangleleft
\cdot
\div
\triangleright
\times
\setminus
\star
\cup
\cap
\ast
\sqcup
\sqcap
\circ
\vee , \lor
\wedge , \land
\bullet
\oplus
\ominus
\diamond
\odot
\oslash
\uplus
\otimes
\bigcirc
\amalg
\bigtriangleup
\bigtriangledown
\dagger
\ddagger
\wrTabla D-7. Operadores "Grandes"
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\sum
\bigcup
\bigvee
\bigoplus
\prod
\bigcap
\bigwedge
\bigotimes
\coprod
\bigsqcup
\bigodot
\int
\oint
\biguplusTabla D-8. Delimitadores
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(
)
[ or \lbrack
] or \rbrack
\{ or \lbrace
\} or \rbrace
\Updownarrow
\langle
\rangle
| or \vert
\lfloor
\rfloor
\lceil
\rceil
/
\backslashTabla D-9. Delimitadores "Grandes"
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\lgroup
\rgroup
\lmoustache
\rmoustache
\arrowvert
\Arrowvert
\bracevertTabla D-10. Otros símbolos[5]
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\dots
\cdots
\vdots
\ddots
\hbar
\imath
\jmath
\ell
\Re
\Im
\aleph
\wp
\forall
\exists
\partial
'
\prime
\emptyset
\infty
\nabla
\triangle
\bot
\top
\angle
\surd
\diamondsuit
\heartsuit
\clubsuit
\spadesuit
\neg or \lnot
\flat
\natural
\sharp
. Luego, tenemos que
\notin simboliza 