Riferimenti entità in Equation Editor e relativi equivalenti TeX
Di seguito sono riportati i riferimenti entità e i relativi equivalenti TeX.
&Barwed \doublebarwedge
&Cap \Cap
&Cup \Cup
&Dagger \ddagger
&Empty \varnothing (invented)
&Gg \ggg
&Gt \gg
&Larr \twoheadleftarrow
&
Ll \lll
&Lt \ll
&Rarr \twoheadrightarrow
&Sub \Subset
&Sup \Supset
&Vdash \Vdash
&Vvdash \Vvdash
&aleph \aleph
&amalg \coprod
& \&
&and \wedge
&ang \angle
&angmsd \measuredangle
&angsph \sphericalangle
&ap \approx
&ape \approxeq
&ar \vec
&ast \ast
&asymp \asymp
&backeps \backepsilon
&barwed \barwedge
&becaus \because
&beth \beth
&bigand \bigwedge
&bigcap \bigcap
&bigcirc \bigcirc
&bigcup \bigcup
&bigodot \bigodot
&bigoplus \bigoplus
&bigor \bigvee70
&bigotimes \bigotimes
&bigsqcup \bigsqcup
&bigstar \bigstar
&biguplus \biguplus
&bigxdtri \bigtriangledown
&bigxutri \bigtriangleup
&bottom \bot
&bowtie \bowtie
&bprime \backprime
&bsim \backsim
&bsime \backsimeq
&bsol \backslash
&bull \bullet
&bump \Bumpeq
&bumpe \bumpeq
&cap \cap
&cdots \cdots
&chkmrk \checkmark
&circR \circledR
&circS \circledS
&circe \circeq
&clubs \clubsuit
&comp \complement
&conint \oint
&cuepr \curlyeqprec
&cuesc \curlyeqsucc
&cularr \curvearrowleft
&cup \cup
&curarr \curvearrowright
&cuvee \curlyvee
&cuwed \curlywedge
&d11 \breve
&d12 \acute
&d13 \grave
&d14 \widehat
&d15 \widetilde
&d1 \bar
&d2 \dot
&d3 \ddot
&d4 \hat
&d5 \tilde
&d9 \check
&dArr \Downarrow
&dagger \dagger
&daleth \daleth
&darr2 \downdownarrows
&darr \downarrow
&dashv \dashv
&ddots \ddots
&dharl \downharpoonleft
&dharr \downharpoonright
&diam \diamond
&diams \diamondsuit
÷ \div
&divonx \divideontimes
&dlarr \swarrow
&dollar \$
&dot \cdot
&drarr \searrow
&dtri \triangledown
&dtrif \blacktriangledown
&dvbr \Vert
&e =
&eDot \doteqdot
&ecir \eqcirc
&efDot \fallingdotseq
&egs \eqslantgtr
&els \eqslantless
&empty \emptyset
&eqsim \eqsim
&equiv \equiv
&erDot \risingdotseq
ð \eth
&exist \exists
&flat \flat
&forall \forall
&fork \pitchfork
&frown \frown
&gE \geqq
&gEl \gtreqqless
&gap \gtrapprox
&gdot \gtrdot
&ge \geq
&gel \gtreqless
&ges \geqslant
&gimel \gimel
&gl \gtrless
&gnE \gneqq
&gnap \gnapprox
&gne \gneq
&gnsim \gnsim
&gsim \gtrsim
> >
&gvertnE \gvertneqq
&hArr \Leftrightarrow
&harr \leftrightarrow
&harrr \longleftrightarrow (invented)
&harrw \leftrightsquigarrow
&hearts \heartsuit
&hslash \hslash
&infin \infty
&int \int
&intcal \intercal
&isin \in
&j0 \circ
&lAarr \Lleftarrow
&lArr \Leftarrow
&lArrr \Longleftarrow (invented)
&lE \leqq
&lEg \lesseqqgtr
&lap \lessapprox
&larr2 \leftleftarrows
&larr \leftarrow
&larrhk \hookleftarrow
&larrlp \looparrowleft
&larrr \longleftarrow
&larrtl \leftarrowtail
&ldot \lessdot
&ldots \ldots
&le \leq
&leg \lesseqgtr
&les \leqslant
&lg \lessgtr
&lhard \leftharpoondown
&lharu \leftharpoonup
&lnE \lneqq
&lnap \lnapprox
&lne \lneq
&lnsim \lnsim
&loz \lozenge
&lozf \blacklozenge
&lrarr2 \leftrightarrows
&lrhar2 \leftrightharpoons
&lsh \Lsh
&lsim \lesssim
< <
<hree \leftthreetimes
<imes \ltimes
<ri \triangleleft
<rie \trianglelefteq
<rif \blacktriangleleft
&lvertnE \lvertneqq
&m22 \wr
&m7 \vdots
&malt \maltese
&mho \mho
&mid \mid
&minusb \boxminus
&mnplus \mp
&models \models
&mumap \multimap
&nVDash \nVDash
&nVdash \nVdash
&napprox \napprox
&natur \natural
&ncong \ncong
&nearr \nearrow
&nexist \nexists
&ngE \ngeqq
&nge \ngeq
&nges \ngeqslant
&ngt \ngtr
&nhArr \nLeftrightarrow
&nharr \nleftrightarrow
&ni \ni
&nlArr \nLeftarrow
&nlE \nleqq
&nlarr \nleftarrow
&nle \nleq
&nles \nleqslant
&nlt \nless
&nltri \ntriangleleft
&nltrie \ntrianglelefteq
&nmid \nmid
¬ \neg
&npar \nparallel
&npr \nprec
&npre \npreceq
&nrArr \nRightarrow
&nrarr \nrightarrow
&nrtri \ntriangleright
&nrtrie \ntrianglerighteq
&nsc \nsucc
&nsce \nsucceq
&nsim \nsim
&nsmid \nshortmid
&nspar \nshortparallel
&nsubE \nsubseteqq
&nsube \nsubseteq
&nsupE \nsupseteqq
&nsupe \nsupseteq
&num \#
&nvDash \nvDash
&nvdash \nvdash
&nwarr \nwarrow
&oast \circledast
ô \circledcirc
&odash \circleddash
&odot \odot
&olarr \circlearrowleft
&ominus \ominus
&oplus \oplus
&or \vee
&orarr \circlearrowright
&osol \oslash
&otimes \otimes
&par \parallel
&percnt \%
&perp \perp
&plank \hbar
&plusb \boxplus
&plusdo \dotplus
± \pm
&pr \prec
&prap \precapprox
&pre \preceq
&preccurlyeq \preccurlyeq
&prime \prime
&prnE \precneqq
&prnap \precnapprox
&prnsim \precnsim
&prod \prod
&prop \propto
&prsim \precsim
&rAarr \Rrightarrow
&rArr \Rightarrow
&rArrr \Longrightarrow (invented)
&rarr2 \rightrightarrows
&rarr \rightarrow
&rarrhk \hookrightarrow
&rarrlp \looparrowright
&rarrr \longrightarrow
&rarrtl \rightarrowtail
&rarrw \rightsquigarrow
&rhard \rightharpoondown
&rharu \rightharpoonup
&rlarr2 \rightleftarrows
&rlhar2 \rightleftharpoons
&rsh \Rsh
&rthree \rightthreetimes
&rtimes \rtimes
&rtri \triangleright
&rtrie \trianglerighteq
&rtrif \blacktriangleright
&samalg \amalg
&sc \succ
&scap \succapprox
&sccue \succcurlyeq
&sce \succeq
&scnE \succneqq
&scnap \succnapprox
&scnsim \succnsim
&scsim \succsim
&sdotb \boxdot
&setmn \setminus
&sfrown \smallfrown
&sharp \sharp
&sim \sim
&sime \simeq
&smallint \smallint
&smallsetminus \smallsetminus
&smid \shortmid
&smile \smile
&sol /
&spades \spadesuit
&spar \shortparallel
&sqcap \sqcap
&sqcup \sqcup
&sqsub \sqsubset
&sqsube \sqsubseteq
&sqsup \sqsupset
&sqsupe \sqsupseteq
&square \square
&squf \blacksquare
&ssmile \smallsmile
&sstarf \star
&sub \subset
&subE \subseteqq
&sube \subseteq
&subnE \subsetneqq
&subne \subsetneq
&sum \sum
&sup \supset
&supE \supseteqq
&supe \supseteq
&supnE \supsetneqq
&supne \supsetneq
&surd \surd
&there4 \therefore
&thickapprox \thickapprox
&thicksim \thicksim
× \times
×b \boxtimes
&top \top
&trie \triangleq
&twixt \between
&uArr \Uparrow
&uarr2 \upuparrows
&uarr \uparrow
&uharl \upharpoonleft
&uharr \upharpoonright
&uplus \uplus
&utri \triangle
&utrif \blacktriangle
&vArr \Updownarrow
&vDash \vDash
&vDelta \varDelta
&vGamma \varGamma
&vLambda \varLambda
&vOmega \varOmega
&vPhi \varPhi
&vPi \varPi
&vPsi \varPsi
&vSigma \varSigma
&vTheta \varTheta
&vUpsilon \varUpsilon
&vXi \varXi
&varr \updownarrow
&vdash \vdash
&veebar \veebar
&vltri \vartriangleleft
&vprop \varpropto
&vrtri \vartriangleright
&vsubnE \varsubsetneqq
&vsubne \varsubsetneq
&vsupnE \varsupsetneqq
&vsupne \varsupsetneq
&vtri \vartriangle
&weierp \wp
&xdtri \nabla
&xhArr \Longleftrightarrow
¥ \yen