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Simbología en formato Latex -Matemáticas

Calificación: 1 votos, 5,00 de media.
Vuelvo sobre el tema de lenguaje Latex.
Esta vez he recopilado la mayoría de los comandos visibles del paquete \AMSmath que son compatibles con lo soportado por el software de este Blog y por el foro de LWDF.
Siempre nos pasa que creemos recordar el símbolo que necesitamos aplicar en una formula pero no sabemos cual es el comando especifico de LaTeX para ponerlo en pantalla.

Espero que les sea útil para que eviten navegar o buscar por tutoriales.

Para obtener el código LATEX que le brinda ese tipo de letra haga doble clic sobre su figura , copie y pegue sin formato el contenido.

Operadores matemáticos
/ / + + \cdot \cdot \dotplus \dotplus \rtimes \rtimes
- - = = \centerdot \centerdot \doublebarwedge \doublebarwedge \setminus \setminus
\binom{a}{b} \binom{a}{b} \amalg \amalg \circ \circ \gtrdot \gtrdot \smallsetminus \smallsetminus
\cdot \cdot \ast \ast \circledast \circledast \intercal \intercal \sqcap \sqcap
\cfrac{a}{b} \cfrac{a}{b} \barwedge \barwedge \circledcirc \circledcirc \leftthreetimes \leftthreetimes \sqcup \sqcup
\dbinom{a}{b} \dbinom{a}{b} \bigcirc \bigcirc \circleddash \circleddash \lessdot \lessdot \star \star
\dfrac{a}{b} \dfrac{a}{b} \bigtriangledown \bigtriangledown \cup \cup \ltimes \ltimes \times \times
\frac{a}{b} \frac{a}{b} \bigtriangleup \bigtriangleup \Cup \Cup \mp \mp \triangleleft \triangleleft
\genfrac{l}{r}{t}{m}{n}{d} \genfrac{left-delim}
{right-delim}{thickness}
{mathstyle}{numerator}
{denominator}
\boxdot \boxdot \curlyvee \curlyvee \odot \odot \triangleright \triangleright
\imath \imath \boxminus \boxminus \curlywedge \curlywedge \ominus \ominus \uplus \uplus
\jmath \jmath \boxplus \boxplus \dagger \dagger \oplus \oplus \vee \vee
\sqrt{} \sqrt[a]{b} \boxtimes \boxtimes \ddagger \ddagger \oslash \oslash \veebar \veebar
\tbinom{a}{b} \tbinom{a}{b} \bullet \bullet \diamond \diamond \otimes \otimes \wedge \wedge
\tfrac{a}{b} \tfrac{a}{b} \cap \cap \div \div \pm \pm \wr \wr
^ ^ \Cap \Cap \divideontimes \divideontimes \rightthreetimes \rightthreetimes / /
! ! \acute{x} \acute{x} \ddot{x} \ddot{x} \dotsm \dotsm \widehat{xxx} \widehat{xxx}
, , \bar{x} \bar{x} \ddots \ddots \dotso \dotso \widetilde{xxx} \widetilde{xxx}
. . \breve{x} \breve{x} \dot{x} \dot{x} \grave{x} \grave{x} | |
: : \check{x} \check{x} \dotsb \dotsb \hat{x} \hat{x}
; ; \colon \colon \dotsc \dotsc \tilde{x} \tilde{x}
? ? \dddot{x} \dddot{x} \dotsi \dotsi \vec{x} \vec{x}

Operadores de relación entre expresiones
!\leftrightsquigarrow !\leftrightsquigarrow \gtrapprox \gtrapprox \lvertneqq \lvertneqq \nVDash \nVDash \subsetneqq \subsetneqq
\approx \approx \gtreqless \gtreqless \mapsto \mapsto \nwarrow \nwarrow \succ \succ
\approxeq \approxeq \gtreqqless \gtreqqless \mid \mid \owns \owns \succapprox \succapprox
\asymp \asymp \gtrless \gtrless \models \models \parallel \parallel \succcurlyeq \succcurlyeq
\backepsilon \backepsilon \gtrsim \gtrsim \multimap \multimap \perp \perp \succeq \succeq
\backsim \backsim \gvertneqq \gvertneqq \ncong \ncong \pitchfork \pitchfork \succnapprox \succnapprox
\backsimeq \backsimeq \hookleftarrow \hookleftarrow \nearrow \nearrow \prec \prec \succneqq \succneqq
\because \because \hookrightarrow \hookrightarrow \neq \neq \precapprox \precapprox \succnsim \succnsim
\between \between \in \in \ngeq \ngeq \preccurlyeq \preccurlyeq \succsim \succsim
\blacktriangleleft \blacktriangleleft \leftarrow \leftarrow \ngeqq \ngeqq \preceq \preceq \supset \supset
\blacktriangleright \blacktriangleright \Leftarrow \Leftarrow \ngeqslant \ngeqslant \precnapprox \precnapprox \Supset \Supset
\bowtie \bowtie \leftarrowtail \leftarrowtail \ngtr \ngtr \precneqq \precneqq \supseteq \supseteq
\bumpeq \bumpeq \leftharpoondown \leftharpoondown \ni \ni \precnsim \precnsim \supseteqq \supseteqq
\Bumpeq \Bumpeq \leftharpoonup \leftharpoonup \nLeftarrow \nLeftarrow \precsim \precsim \supsetneq \supsetneq
\circeq \circeq \leftleftarrows \leftleftarrows \nleftarrow \nleftarrow \propto \propto \supsetneqq \supsetneqq
\circlearrowleft \circlearrowleft \leftrightarrow \leftrightarrow \nLeftrightarrow \nLeftrightarrow \rightarrow \rightarrow \swarrow \swarrow
\circlearrowright \circlearrowright \Leftrightarrow \Leftrightarrow \nleftrightarrow \nleftrightarrow \Rightarrow \Rightarrow \therefore \therefore
\cong \cong \leftrightarrows \leftrightarrows \nleq \nleq \rightarrowtail \rightarrowtail \thickapprox \thickapprox
\curlyeqprec \curlyeqprec \leftrightharpoons \leftrightharpoons \nleqq \nleqq \rightharpoondown \rightharpoondown \thicksim \thicksim
\curlyeqsucc \curlyeqsucc \leq \leq \nleqslant \nleqslant \rightharpoonup \rightharpoonup \trianglelefteq \trianglelefteq
\curvearrowleft \curvearrowleft \leqq \leqq \nless \nless \rightleftarrows \rightleftarrows \triangleq \triangleq
\curvearrowright \curvearrowright \leqslant \leqslant \nmid \nmid \rightleftharpoons \rightleftharpoons \trianglerighteq \trianglerighteq
\dashv \dashv \lessapprox \lessapprox \notin \notin \rightrightarrows \rightrightarrows \twoheadleftarrow \twoheadleftarrow
\doteq \doteq \lesseqgtr \lesseqgtr \nparallel \nparallel \rightsquigarrow \rightsquigarrow \twoheadrightarrow \twoheadrightarrow
\doteqdot \doteqdot \lesseqqgtr \lesseqqgtr \nprec \nprec \risingdotseq \risingdotseq \upharpoonleft \upharpoonleft
\downdownarrows \downdownarrows \lessgtr \lessgtr \npreceq \npreceq \Rrightarrow \Rrightarrow \upharpoonright \upharpoonright
\downharpoonleft \downharpoonleft \lesssim \lesssim \nRightarrow \nRightarrow \Rsh \Rsh \upuparrows \upuparrows
\downharpoonright \downharpoonright \ll \ll \nrightarrow \nrightarrow \searrow \searrow \varpropto \varpropto
\eqcirc \eqcirc \Lleftarrow \Lleftarrow \nshortmid \nshortmid \shortmid \shortmid \varsubsetneq \varsubsetneq
\eqsim \eqsim \lll \lll \nshortparallel \nshortparallel \shortparallel \shortparallel \varsubsetneqq \varsubsetneqq
\eqslantgtr \eqslantgtr \lnapprox \lnapprox \nsim \nsim \sim \sim \varsupsetneq \varsupsetneq
\eqslantless \eqslantless \lneq \lneq \nsubseteq \nsubseteq \simeq \simeq \varsupsetneqq \varsupsetneqq
\equiv \equiv \lneqq \lneqq \nsubseteqq \nsubseteqq \smallfrown \smallfrown \vartriangle \vartriangle
\fallingdotseq \fallingdotseq \lnsim \lnsim \nsucc \nsucc \smallsmile \smallsmile \vartriangleleft \vartriangleleft
\frown \frown \longleftarrow \longleftarrow \nsucceq \nsucceq \smile \smile \vartriangleright \vartriangleright
\geq \geq \Longleftarrow \Longleftarrow \nsupseteq \nsupseteq \sqsubset \sqsubset \vdash \vdash
\geqq \geqq \longleftrightarrow \longleftrightarrow \nsupseteqq \nsupseteqq \sqsubseteq \sqsubseteq \Vdash \Vdash
\geqslant \geqslant \Longleftrightarrow \Longleftrightarrow \ntriangleleft \ntriangleleft \sqsupset \sqsupset \vDash \vDash
\gg \gg \longmapsto \longmapsto \ntrianglelefteq \ntrianglelefteq \sqsupseteq \sqsupseteq \Vvdash \Vvdash
\ggg \ggg \longrightarrow \longrightarrow \ntriangleright \ntriangleright \subset \subset = =
\gnapprox \gnapprox \Longrightarrow \Longrightarrow \ntrianglerighteq \ntrianglerighteq \Subset \Subset
\gneq \gneq < < \nvdash \nvdash \subseteq \subseteq
\gneqq \gneqq > > \nVdash \nVdash \subseteqq \subseteqq
\gnsim \gnsim \Lsh \Lsh \nvDash \nvDash \subsetneq \subsetneq


Símbolos para operaciones acumulativas
\bigcap \bigcap \bigsqcup \bigsqcup \idotsint \idotsint \prod_{\substack{i=1\\i\neq k}} \prod_{\substack{i=1\\i\neq k}}
\bigcup \bigcup \biguplus \biguplus \iiiint \iiiint \prod\limits_{i=1\\i\neq k} \prod\limits_{i=1\\i\neq k}
\bigodot \bigodot \bigvee \bigvee \iiint \iiint \prod\nolimits_{i=1\\i\neq k} \prod\nolimits_{i=1\\i\neq k}
\bigoplus \bigoplus \bigwedge \bigwedge \iint \iint \sideset{_a^c}{^b_d}\prod \sideset{_a^c}{^b_d}\prod[/TEX]
\bigotimes \bigotimes \coprod \coprod \int \int \oiint \oiint
\smallint \smallint \prod \prod \oint \oint \sum \sum

Nombramiento de funciones matemáticas
\arccos \arccos \varinjlim \varinjlim \injlim \injlim \varprojlim \varprojlim
\arcsin \arcsin \varliminf \varliminf \ker \ker \Pr \Pr
\arctan \arctan \varlimsup \varlimsup \lg \lg \projlim \projlim
\arg \arg \deg \deg \lim \lim \sec \sec
\cos \cos \det \det \liminf \liminf \sin \sin
\cosh \cosh \dim \dim \limsup \limsup \sinh \sinh
\cot \cot \exp \exp \ln \ln \sup \sup
\coth \coth \gcd \gcd \log \log \tan \tan
\csc \csc \hom \hom \max \max \tanh \tanh

Alfabeto griego y hebreo
\alpha \alpha \gamma \gamma \Phi \Phi \Theta \Theta \varsigma \varsigma
\beta \beta \iota \iota \Pi \Pi \theta \theta \vartheta \vartheta
\chi \chi \kappa \kappa \pi \pi \Upsilon \Upsilon \Xi \Xi
\Delta \Delta \Lambda \Lambda \Psi \Psi \upsilon \upsilon \xi \xi
\delta \delta \lambda \lambda \psi \psi \varepsilon 
\varepsilon \zeta \zeta
\digamma \digamma \mu \mu \rho \rho \varkappa \varkappa \aleph \aleph
\epsilon \epsilon \nu \nu \Sigma \Sigma \varphi \varphi \beth \beth
\eta \eta \Omega \Omega \sigma \sigma \varpi \varpi \daleth \daleth
\Gamma \Gamma \omega \omega \tau \tau \varrho \varrho \gimel \gimel

Miscelánea de Símbolos
\# \# \complement \complement \Im \Im \owns \owns
\& \& \diagdown \diagdown \imath \imath \partial \partial
\angle \angle \diagup \diagup \in \in \prime \prime
\backepsilon \backepsilon \diamondsuit \diamondsuit \infty \infty \Re \Re
\backprime \backprime \ell \ell \jmath \jmath \sharp \sharp
\Bbbk \Bbbk \emptyset \emptyset \lozenge \lozenge \spadesuit \spadesuit
\bigstar \bigstar \eth \eth \mathsterling \mathsterling \sphericalangle \sphericalangle
\blacklozenge \blacklozenge \exists \exists \measuredangle \measuredangle \square \square
\blacksquare \blacksquare \Finv \Finv \mho \mho \surd \surd
\blacktriangle \blacktriangle \flat \flat \nabla \nabla \top \top
\blacktriangledown \blacktriangledown \forall \forall \natural \natural \triangle \triangle
\bot \bot \Game \Game \neg \neg \triangledown \triangledown
\circledR \circledR \hbar \hbar \nexists \nexists \varnothing \varnothing
\circledS \circledS \heartsuit \heartsuit \ni \ni \wp \wp
\clubsuit \clubsuit \hslash \hslash \notin \notin


Delimitadores , separadores
\boxed{a} \boxed{a} \biggl( \biggl( \Downarrow \Downarrow \rangle \rangle \uparrow \uparrow
\ ( \ ( \Biggl( \Biggl( \langle \langle \rbrace \rbrace \Uparrow \Uparrow
\ ) \ ) \biggr) \biggr) \lbrace \lbrace \rceil \rceil \updownarrow \updownarrow
\ [ \ [ \Biggr) \Biggr) \lceil \lceil \rfloor \rfloor \Updownarrow \Updownarrow
\ ] \ ] \bigl( \bigl( \left( \left( \rgroup \rgroup \vert \vert
\{ \{ \Bigl( \Bigl( \lfloor \lfloor \right) \right) \Vert \Vert
\} \} \bigr) \bigr) \lgroup \lgroup \rmoustache \rmoustache \xleftarrow \xleftarrow
\arrowvert \arrowvert \Bigr) \Bigr) \lmoustache \lmoustache \rvert \rvert \xrightarrow \xrightarrow
\Arrowvert \Arrowvert \bracevert \bracevert \lvert \lvert \rVert \rVert
\backslash \backslash \downarrow \downarrow \lVert \lVert

Subrayado y suprarayado
\overbrace{Objeto}^{Indice} \overbrace{Objeto}^{Indice} \overleftrightarrow{xxx} \overleftrightarrow{xxx} \underbrace{Objeto}_{Indice} \underbrace{Objeto}_{Indice} \underleftrightarrow{xxx} \underleftrightarrow{xxx}
\overbrace{xxx} \overbrace{xxx} \overline{xxx} \overline{xxx} \underbrace{xxx} \underbrace{xxx} \underline{xxx} \underline{xxx}
\overleftarrow{xxx} \overleftarrow{xxx} \overrightarrow{xxx} \overrightarrow{xxx} \underleftarrow{xxx} \underleftarrow{xxx} \underrightarrow{xxx} \underrightarrow{xxx}
\widehat{xxx} \widehat{xxx} \widetilde{xxx} \widetilde{xxx}


Puntuación y acentos
, , \bar{x} \bar{x} \ddots \ddots \dotso \dotso \widetilde{xxx} \widetilde{xxx}
. . \breve{x} \breve{x} \dot{x} \dot{x} \grave{x} \grave{x} | |
: : \check{x} \check{x} \dotsb \dotsb \hat{x} \hat{x}
; ; \colon \colon \dotsc \dotsc \tilde{x} \tilde{x}
? ? \dddot{x} \dddot{x} \dotsi \dotsi \vec{x} \vec{x}

Espaciado
\! \! \; \; \negthickspace \negthickspace \quad \quad
\medspace \medspace \negthinspace \negthinspace \thickspace \thickspace \: \:
\qquad \qquad \thinspace \thinspace \, \, \negmedspace \negmedspace


Tipos de matrices y arreglos de ecuaciones
\begin{aligned}\alpha&\beta^{*}\\ 
\gamma^{*}&\delta\end{aligned} \begin{aligned}\alpha&\beta^{*}\\
\gamma^{*}&\delta\end{aligned}
\begin{array}{cc}\alpha&\beta^{*}\\ 
\gamma^{*}&\delta\end{array} \begin{array}{cc}\alpha&\beta^{*}\\
\gamma^{*}&\delta\end{aligned}
\begin{bmatrix}\alpha&\beta^{*}\\ 
\gamma^{*}&\delta\end{bmatrix} \begin{bmatrix}\alpha&\beta^{*}\\
\gamma^{*}&\delta\end{bmatrix}
\begin{Bmatrix}\alpha&\beta^{*}\\ 
\gamma^{*}&\delta\end{Bmatrix} \begin{Bmatrix}\alpha&\beta^{*}\\
\gamma^{*}&\delta\end{Bmatrix}
\begin{equation}\tfrac{1}{k}\log_nc(t)\end{equation} \begin{equation}\tfrac{1}{k}\log_nc(t)\end{equation}
\begin{pmatrix}\alpha&\beta^{*}\\ 
\gamma^{*}&\delta\end{pmatrix} \begin{pmatrix}\alpha&\beta^{*}\\
\gamma^{*}&\delta\end{pmatrix}
\begin{vmatrix}\alpha&\beta^{*}\\ 
\gamma^{*}&\delta\end{vmatrix} \begin{vmatrix}\alpha&\beta^{*}\\
\gamma^{*}&\delta\end{vmatrix}
\begin{Vmatrix}\alpha&\beta^{*}\\ 
\gamma^{*}&\delta\end{Vmatrix} \begin{Vmatrix}\alpha&\beta^{*}\\
\gamma^{*}&\delta\end{Vmatrix}

Tipos de Letras soportados

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Comentarios

  1. Avatar de Richard R Richard
    Hola, Gracias por pasar, , me alegra que te sea de utilidad , Saludos

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