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	<title>Matematica e Fisica &#187; Help</title>
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		<title>Scrivere simboli matematici</title>
		<link>http://www.matematicaefisica.com/blog/scrivere-simboli-matematici/</link>
		<comments>http://www.matematicaefisica.com/blog/scrivere-simboli-matematici/#comments</comments>
		<pubDate>Mon, 03 Aug 2009 19:47:38 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Help]]></category>
		<category><![CDATA[espressioni]]></category>
		<category><![CDATA[formule]]></category>
		<category><![CDATA[matematiche]]></category>
		<category><![CDATA[simboli]]></category>

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		<description><![CDATA[<br/>Come faccio a scrivere formule matematiche nelle domande/risposte ?
E&#8217; sufficiente racchiudere le espressioni matematiche tra i tag

&#91;pmath&#93; espressione matematica &#91;/pmath&#93;

Per assegnare la domensione si può utilizzare l&#8217;opzione size nel tag ad esempio

&#91;pmath size=13&#93; espressione matematica &#91;/pmath&#93;

Ad esempio se vogliamo scrivere la generica equazione
ax^2+bx+c=0
scriveremo

&#91;pmath&#93; ax^2+bx+c=0  &#91;/pmath&#93;

ed il risultato sarà

Le espressioni ed i simboli matematici che [...]]]></description>
			<content:encoded><![CDATA[<br/><p><strong>Come faccio a scrivere <a href="http://www.matematicaefisica.com/blog/tag/formule">formule</a> <a href="http://www.matematicaefisica.com/blog/tag/matematiche">matematiche</a> nelle domande/risposte ?</strong></p>
<p>E&#8217; sufficiente racchiudere le <a href="http://www.matematicaefisica.com/blog/tag/espressioni">espressioni</a> <a href="http://www.matematicaefisica.com/blog/tag/matematiche">matematiche</a> tra i tag<br />
<strong><br />
&#91;pmath&#93; espressione matematica &#91;/pmath&#93;<br />
</strong><br />
Per assegnare la domensione si può utilizzare l&#8217;opzione size nel tag ad esempio<br />
<strong><br />
&#91;pmath size=13&#93; espressione matematica &#91;/pmath&#93;<br />
</strong></p>
<p>Ad esempio se vogliamo scrivere la generica equazione<br />
ax^2+bx+c=0<br />
scriveremo<br />
<strong><br />
&#91;pmath&#93; ax^2+bx+c=0  &#91;/pmath&#93;<br />
</strong><br />
ed il risultato sarà<br />
<img src="http://www.matematicaefisica.com/blog/wp-content/plugins/wpmathpub/phpmathpublisher/img/math_995_00ba2f8841f4bdc479af1d446e2c7ef8.png" style="vertical-align:-5px; display: inline-block ;" alt="ax^2+bx+c=0" title="ax^2+bx+c=0"/></p>
<p>Le espressioni ed i <a href="http://www.matematicaefisica.com/blog/tag/simboli">simboli</a> matematici che possono essere utilizzati sono :</p>
<div id="contentlabel"><strong>List of commands</strong></div>
<div id="aide">
<div>
<p><strong>Usual commands</strong><br />
x+y : <img style="vertical-align: -7.5px; display: inline-block;" title="x+y" src="http://www.xm1math.net/phpmathpublisher/doc/img/d4ebb74e13fff2d03b396e0b6af60063.png" alt="x+y" /><br />
x-y : <img style="vertical-align: -7.5px; display: inline-block;" title="x-y" src="http://www.xm1math.net/phpmathpublisher/doc/img/907e0eee9edec91a1f88c7fb93637a66.png" alt="x-y" /><br />
x*y : <img style="vertical-align: -7.5px; display: inline-block;" title="x*y" src="http://www.xm1math.net/phpmathpublisher/doc/img/e646e1d7c5339c11685687bc0827fe32.png" alt="x*y" /><br />
x/y : <img style="vertical-align: -19px; display: inline-block;" title="x/y" src="http://www.xm1math.net/phpmathpublisher/doc/img/ea5553d453946e2c496e9aae0a6372a0.png" alt="x/y" /><br />
x^y : <img style="vertical-align: -7.5px; display: inline-block;" title="x^y" src="http://www.xm1math.net/phpmathpublisher/doc/img/500aa8f23e2ddacef8478037dfcb98ab.png" alt="x^y" /><br />
x_y : <img style="vertical-align: -16.5px; display: inline-block;" title="x_y" src="http://www.xm1math.net/phpmathpublisher/doc/img/39605777d43011c8d03ef08fea2b7def.png" alt="x_y" /><br />
x&lt;&gt;y : <img style="vertical-align: -7.5px; display: inline-block;" title="x&lt;&gt;y" src="http://www.xm1math.net/phpmathpublisher/doc/img/235f8a6415184e12478c4576fcc47f05.png" alt="x&lt;&gt;y" /><br />
x&gt;y : <img style="vertical-align: -7.5px; display: inline-block;" title="x&gt;y" src="http://www.xm1math.net/phpmathpublisher/doc/img/b1c59285a8f58131f1bc3524673a4c95.png" alt="x&gt;y" /><br />
x&gt;=y : <img style="vertical-align: -7.5px; display: inline-block;" title="x&gt;=y" src="http://www.xm1math.net/phpmathpublisher/doc/img/02d69dd704654a0ffaf5327132c26b8e.png" alt="x&gt;=y" /><br />
x&lt;y : <img style="vertical-align: -7.5px; display: inline-block;" title="x&lt;y" src="http://www.xm1math.net/phpmathpublisher/doc/img/75c395e8d1b7f71eb932d9044ba4df32.png" alt="x&lt;y" /><br />
x&lt;=y : <img style="vertical-align: -7.5px; display: inline-block;" title="x&lt;=y" src="http://www.xm1math.net/phpmathpublisher/doc/img/ce05a1fe278804d6b240eb54f40bbdf7.png" alt="x&lt;=y" /><br />
<strong>Parenthesis</strong><br />
visible : (x)<br />
invisible : {x}<br />
<strong>Math space</strong><br />
a~b : <img style="vertical-align: -7.5px; display: inline-block;" title="a~b" src="http://www.xm1math.net/phpmathpublisher/doc/img/64a222d053884943397a6fdfa4ea3143.png" alt="a~b" /><br />
<strong>Greek letters</strong><br />
alpha : <img style="vertical-align: -7.5px; display: inline-block;" title="alpha" src="http://www.xm1math.net/phpmathpublisher/doc/img/2db4d817922b6a60df1adac1179ec1f1.png" alt="alpha" /><br />
beta : <img style="vertical-align: -7.5px; display: inline-block;" title="beta" src="http://www.xm1math.net/phpmathpublisher/doc/img/ca76e2d9c2934299d982b366c4b9631c.png" alt="beta" /><br />
gamma : <img style="vertical-align: -7.5px; display: inline-block;" title="gamma" src="http://www.xm1math.net/phpmathpublisher/doc/img/dafd987740ae7a608a7a3e6776e63762.png" alt="gamma" /><br />
delta : <img style="vertical-align: -7.5px; display: inline-block;" title="delta" src="http://www.xm1math.net/phpmathpublisher/doc/img/50502dc5ff624927f2cd090e02b9c8d7.png" alt="delta" /><br />
epsilon : <img style="vertical-align: -7.5px; display: inline-block;" title="epsilon" src="http://www.xm1math.net/phpmathpublisher/doc/img/fd2b400592a975627747fe083c73dabc.png" alt="epsilon" /><br />
varepsilon : <img style="vertical-align: -7.5px; display: inline-block;" title="varepsilon" src="http://www.xm1math.net/phpmathpublisher/doc/img/f1ab61997dd1387bdf059bc7f82e074f.png" alt="varepsilon" /><br />
zeta : <img style="vertical-align: -7.5px; display: inline-block;" title="zeta" src="http://www.xm1math.net/phpmathpublisher/doc/img/b566ab416f2f6362d97c6356baa30d14.png" alt="zeta" /><br />
eta : <img style="vertical-align: -7.5px; display: inline-block;" title="eta" src="http://www.xm1math.net/phpmathpublisher/doc/img/80d58f742dff1ad97af2bb81dbdfa592.png" alt="eta" /><br />
theta : <img style="vertical-align: -7.5px; display: inline-block;" title="theta" src="http://www.xm1math.net/phpmathpublisher/doc/img/cee89d84c3da9b59c80bad31bf538423.png" alt="theta" /><br />
vartheta : <img style="vertical-align: -7.5px; display: inline-block;" title="vartheta" src="http://www.xm1math.net/phpmathpublisher/doc/img/8056373a0559b8b6a8cb06a5929664fb.png" alt="vartheta" /><br />
iota : <img style="vertical-align: -7.5px; display: inline-block;" title="iota" src="http://www.xm1math.net/phpmathpublisher/doc/img/7e3ff24bc8f43516c101b320c75c43ea.png" alt="iota" /><br />
kappa : <img style="vertical-align: -7.5px; display: inline-block;" title="kappa" src="http://www.xm1math.net/phpmathpublisher/doc/img/93c0b85db2b9bcf8fd5abf97ece80b4e.png" alt="kappa" /><br />
lambda : <img style="vertical-align: -7.5px; display: inline-block;" title="lambda" src="http://www.xm1math.net/phpmathpublisher/doc/img/83c2aa2eaf2d8705df4c042124c644f1.png" alt="lambda" /><br />
mu : <img style="vertical-align: -7.5px; display: inline-block;" title="mu" src="http://www.xm1math.net/phpmathpublisher/doc/img/7eb33b68fd75153cf07532f69851b61e.png" alt="mu" /><br />
nu : <img style="vertical-align: -7.5px; display: inline-block;" title="nu" src="http://www.xm1math.net/phpmathpublisher/doc/img/a3f92762a90c44c0bd9ad27477900fd3.png" alt="nu" /><br />
xi : <img style="vertical-align: -7.5px; display: inline-block;" title="xi" src="http://www.xm1math.net/phpmathpublisher/doc/img/28262e6cce5fac1cc670bdcda2778405.png" alt="xi" /><br />
pi : <img style="vertical-align: -7.5px; display: inline-block;" title="pi" src="http://www.xm1math.net/phpmathpublisher/doc/img/465ef2c348908fbec40915d3d069dfde.png" alt="pi" /><br />
varpi : <img style="vertical-align: -7.5px; display: inline-block;" title="varpi" src="http://www.xm1math.net/phpmathpublisher/doc/img/5a36f3e529cfabea588c613c80d15d49.png" alt="varpi" /><br />
rho : <img style="vertical-align: -7.5px; display: inline-block;" title="rho" src="http://www.xm1math.net/phpmathpublisher/doc/img/77643458fece23896d09ce584b384c5d.png" alt="rho" /><br />
varrho : <img style="vertical-align: -7.5px; display: inline-block;" title="varrho" src="http://www.xm1math.net/phpmathpublisher/doc/img/0b238ecfe58f676ac1b248d18b19eb83.png" alt="varrho" /><br />
sigma : <img style="vertical-align: -7.5px; display: inline-block;" title="sigma" src="http://www.xm1math.net/phpmathpublisher/doc/img/42f8a93d5568cfa3263e7e3c34fa475e.png" alt="sigma" /><br />
varsigma : <img style="vertical-align: -7.5px; display: inline-block;" title="varsigma" src="http://www.xm1math.net/phpmathpublisher/doc/img/70d11666b66959b5ffe3c41c1cf945f1.png" alt="varsigma" /><br />
tau : <img style="vertical-align: -7.5px; display: inline-block;" title="tau" src="http://www.xm1math.net/phpmathpublisher/doc/img/c69b4b157707ebd6fc9a52cc750ee8f9.png" alt="tau" /><br />
upsilon : <img style="vertical-align: -7.5px; display: inline-block;" title="upsilon" src="http://www.xm1math.net/phpmathpublisher/doc/img/5bf9cb3d52ad97ec1c19a557463c8902.png" alt="upsilon" /><br />
phi : <img style="vertical-align: -7.5px; display: inline-block;" title="phi" src="http://www.xm1math.net/phpmathpublisher/doc/img/08d0ec67eba2153b162332cc376c6501.png" alt="phi" /><br />
varphi : <img style="vertical-align: -7.5px; display: inline-block;" title="varphi" src="http://www.xm1math.net/phpmathpublisher/doc/img/988db9d1646ad310d31ce1b864573347.png" alt="varphi" /><br />
chi : <img style="vertical-align: -7.5px; display: inline-block;" title="chi" src="http://www.xm1math.net/phpmathpublisher/doc/img/d93a0c183fc37dc79b848d6cdbf7dcb0.png" alt="chi" /><br />
psi : <img style="vertical-align: -7.5px; display: inline-block;" title="psi" src="http://www.xm1math.net/phpmathpublisher/doc/img/ef7d7faaa32b16d3186f964397d2a494.png" alt="psi" /><br />
omega : <img style="vertical-align: -7.5px; display: inline-block;" title="omega" src="http://www.xm1math.net/phpmathpublisher/doc/img/e0b7ae33ffc407dc3e2493a96dad43a5.png" alt="omega" /><br />
Gamma : <img style="vertical-align: -7.5px; display: inline-block;" title="Gamma" src="http://www.xm1math.net/phpmathpublisher/doc/img/a13a10461d5802da23eb2eacf1463e30.png" alt="Gamma" /><br />
Lambda : <img style="vertical-align: -7.5px; display: inline-block;" title="Lambda" src="http://www.xm1math.net/phpmathpublisher/doc/img/8922e4a71383cf48034c17e74e536244.png" alt="Lambda" /><br />
Sigma : <img style="vertical-align: -7.5px; display: inline-block;" title="Sigma" src="http://www.xm1math.net/phpmathpublisher/doc/img/56a4019a89f4c2de667f399d765f1d40.png" alt="Sigma" /><br />
Psi : <img style="vertical-align: -7.5px; display: inline-block;" title="Psi" src="http://www.xm1math.net/phpmathpublisher/doc/img/969f6c956f59ad381406192a96dfa295.png" alt="Psi" /><br />
Delta : <img style="vertical-align: -7.5px; display: inline-block;" title="Delta" src="http://www.xm1math.net/phpmathpublisher/doc/img/74edda0e8664842325c72aad75944598.png" alt="Delta" /><br />
Xi : <img style="vertical-align: -7.5px; display: inline-block;" title="Xi" src="http://www.xm1math.net/phpmathpublisher/doc/img/b9d407f1583d381586eb212b1abb0cb7.png" alt="Xi" /><br />
Upsilon : <img style="vertical-align: -7.5px; display: inline-block;" title="Upsilon" src="http://www.xm1math.net/phpmathpublisher/doc/img/0f5f4d813c2ff5f86b63c760a3a59f69.png" alt="Upsilon" /><br />
Omega : <img style="vertical-align: -7.5px; display: inline-block;" title="Omega" src="http://www.xm1math.net/phpmathpublisher/doc/img/15160f09c0d673429274849801e792bb.png" alt="Omega" /><br />
Theta : <img style="vertical-align: -7.5px; display: inline-block;" title="Theta" src="http://www.xm1math.net/phpmathpublisher/doc/img/fba89a92a75190cce445178491fa465e.png" alt="Theta" /><br />
Pi : <img style="vertical-align: -7.5px; display: inline-block;" title="Pi" src="http://www.xm1math.net/phpmathpublisher/doc/img/b931ce26ce2246f484ed225e71795022.png" alt="Pi" /><br />
Phi : <img style="vertical-align: -7.5px; display: inline-block;" title="Phi" src="http://www.xm1math.net/phpmathpublisher/doc/img/4c6d70703505b4d81831cd9f64e377f2.png" alt="Phi" /><br />
<strong>Symbols</strong><br />
infty : <img style="vertical-align: -7.5px; display: inline-block;" title="infty" src="http://www.xm1math.net/phpmathpublisher/doc/img/0ecc917fe107f0c9c44dccd347683354.png" alt="infty" /><br />
in : <img style="vertical-align: -7.5px; display: inline-block;" title="in" src="http://www.xm1math.net/phpmathpublisher/doc/img/dc8dcd089da6879f8716b327db36eb68.png" alt="in" /><br />
notin : <img style="vertical-align: -7.5px; display: inline-block;" title="notin" src="http://www.xm1math.net/phpmathpublisher/doc/img/e5df65f2081fbbe00312a4151cf4c445.png" alt="notin" /><br />
forall : <img style="vertical-align: -7.5px; display: inline-block;" title="forall" src="http://www.xm1math.net/phpmathpublisher/doc/img/76bcae9774289fd6b2846ae5cf7e64d5.png" alt="forall" /><br />
exists : <img style="vertical-align: -7.5px; display: inline-block;" title="exists" src="http://www.xm1math.net/phpmathpublisher/doc/img/2e1c83e313c4e6a949648ce406f156ce.png" alt="exists" /><br />
notexists : <img style="vertical-align: -8.5px; display: inline-block;" title="notexists" src="http://www.xm1math.net/phpmathpublisher/doc/img/33d1bac66cd62ece8b168a555e60e4b3.png" alt="notexists" /><br />
partial : <img style="vertical-align: -8px; display: inline-block;" title="partial" src="http://www.xm1math.net/phpmathpublisher/doc/img/bf24f88f954f7fbfab1c4d9080232148.png" alt="partial" /><br />
approx : <img style="vertical-align: -7.5px; display: inline-block;" title="approx" src="http://www.xm1math.net/phpmathpublisher/doc/img/e586c6f0b88ef51f9936396167aa0dd1.png" alt="approx" /><br />
pm : <img style="vertical-align: -7.5px; display: inline-block;" title="pm" src="http://www.xm1math.net/phpmathpublisher/doc/img/d35a82f4de9b8323552b7834bf162f9e.png" alt="pm" /><br />
inter : <img style="vertical-align: -7.5px; display: inline-block;" title="inter" src="http://www.xm1math.net/phpmathpublisher/doc/img/1b5ab7021459c1cacf4127fa06dcae66.png" alt="inter" /><br />
union : <img style="vertical-align: -7.5px; display: inline-block;" title="union" src="http://www.xm1math.net/phpmathpublisher/doc/img/6fb78d83baba2a381b3f162ec12b1fe4.png" alt="union" /><br />
ortho : <img style="vertical-align: -7.5px; display: inline-block;" title="ortho" src="http://www.xm1math.net/phpmathpublisher/doc/img/4ab543b73d754623b0d646cb1f9e99dd.png" alt="ortho" /><br />
parallel : <img style="vertical-align: -7.5px; display: inline-block;" title="parallel" src="http://www.xm1math.net/phpmathpublisher/doc/img/a0bcd3846614b802f97dd2bc559220b6.png" alt="parallel" /><br />
backslash : <img style="vertical-align: -7.5px; display: inline-block;" title="backslash" src="http://www.xm1math.net/phpmathpublisher/doc/img/b50eb33f05d8ac9f754329bab1784546.png" alt="backslash" /><br />
prime : <img style="vertical-align: -7.5px; display: inline-block;" title="prime" src="http://www.xm1math.net/phpmathpublisher/doc/img/57c7b463cf170b397d658cd99beaac30.png" alt="prime" /><br />
wedge : <img style="vertical-align: -7.5px; display: inline-block;" title="wedge" src="http://www.xm1math.net/phpmathpublisher/doc/img/58edfc2a45b9f89ec9a33fd446294574.png" alt="wedge" /><br />
vert : <img style="vertical-align: -7.5px; display: inline-block;" title="vert" src="http://www.xm1math.net/phpmathpublisher/doc/img/e59500e159e2d64447b61c411ed3a468.png" alt="vert" /><br />
lbrace : {<br />
rbrace : }<br />
circ : <img style="vertical-align: -7.5px; display: inline-block;" title="circ" src="http://www.xm1math.net/phpmathpublisher/doc/img/080bb093c827a569e2f18556b7ffeaf1.png" alt="circ" /><br />
varnothing : <img style="vertical-align: -7.5px; display: inline-block;" title="varnothing" src="http://www.xm1math.net/phpmathpublisher/doc/img/50607edea0d162153b77bcd88ef767c5.png" alt="varnothing" /><br />
subset : <img style="vertical-align: -7.5px; display: inline-block;" title="subset" src="http://www.xm1math.net/phpmathpublisher/doc/img/46be7efa4793d1b33696a18a8c87ff8f.png" alt="subset" /><br />
notsubset : <img style="vertical-align: -7.5px; display: inline-block;" title="notsubset" src="http://www.xm1math.net/phpmathpublisher/doc/img/1c502db42f871fea5ea6bcc4150089bc.png" alt="notsubset" /><br />
cdots : <img style="vertical-align: -7.5px; display: inline-block;" title="cdots" src="http://www.xm1math.net/phpmathpublisher/doc/img/b59e72a76122eb79091aa7e86f354c60.png" alt="cdots" /><br />
vdots : <img style="vertical-align: -8px; display: inline-block;" title="vdots" src="http://www.xm1math.net/phpmathpublisher/doc/img/7e7c4f9b498b1f770bb22f6bc27c09f9.png" alt="vdots" /><br />
ddots : <img style="vertical-align: -8px; display: inline-block;" title="ddots" src="http://www.xm1math.net/phpmathpublisher/doc/img/daeb02c2df0ae4f1df7fdc994467a89c.png" alt="ddots" /></div>
<div>
<p><strong>Arrows :</strong><br />
left : <img style="vertical-align: -7.5px; display: inline-block;" title="left" src="http://www.xm1math.net/phpmathpublisher/doc/img/e6dd33685d13dc7a5f7291114512fafc.png" alt="left" /><br />
right :  <img style="vertical-align: -7.5px; display: inline-block;" title="right" src="http://www.xm1math.net/phpmathpublisher/doc/img/d1df0405ffe0578ba1d4f54a25464fce.png" alt="right" /><br />
leftright :  <img style="vertical-align: -7.5px; display: inline-block;" title="leftright" src="http://www.xm1math.net/phpmathpublisher/doc/img/3bd6470e62a884ffeaa30c8b1b3f2f5b.png" alt="leftright" /><br />
doubleleft :  <img style="vertical-align: -7.5px; display: inline-block;" title="doubleleft" src="http://www.xm1math.net/phpmathpublisher/doc/img/bd58d2042db2d48bbc8e1dfa882d2e7d.png" alt="doubleleft" /><br />
doubleright :  <img style="vertical-align: -7.5px; display: inline-block;" title="doubleright" src="http://www.xm1math.net/phpmathpublisher/doc/img/81ef5f2e8326e8684ca9ea8deae58b5a.png" alt="doubleright" /><br />
doubleleftright :  <img style="vertical-align: -7.5px; display: inline-block;" title="doubleleftright" src="http://www.xm1math.net/phpmathpublisher/doc/img/158c5704a6f4601be7425f69e70afe10.png" alt="doubleleftright" /><br />
nearrow :  <img style="vertical-align: -7.5px; display: inline-block;" title="nearrow" src="http://www.xm1math.net/phpmathpublisher/doc/img/7f6b7c6db2e22eb055b691c032fb99a6.png" alt="nearrow" /><br />
searrow :  <img style="vertical-align: -7.5px; display: inline-block;" title="searrow" src="http://www.xm1math.net/phpmathpublisher/doc/img/ef0bdd8a0f4bd9d829a4d23e5a51c6ef.png" alt="searrow" /><br />
<strong>Sets</strong><br />
bbR : <img style="vertical-align: -7.5px; display: inline-block;" title="bbR" src="http://www.xm1math.net/phpmathpublisher/doc/img/4a385cdeb32d8ee4f6b485036ee58de8.png" alt="bbR" /><br />
bbN : <img style="vertical-align: -7.5px; display: inline-block;" title="bbN" src="http://www.xm1math.net/phpmathpublisher/doc/img/756e3a028af48128934ed0cc274f38a3.png" alt="bbN" /><br />
bbZ : <img style="vertical-align: -7.5px; display: inline-block;" title="bbZ" src="http://www.xm1math.net/phpmathpublisher/doc/img/d3eb3fcdb0647e1f0b2f178be384303d.png" alt="bbZ" /><br />
bbC : <img style="vertical-align: -7.5px; display: inline-block;" title="bbC" src="http://www.xm1math.net/phpmathpublisher/doc/img/b4271c1294275784fb81cd588e1e4e34.png" alt="bbC" /><br />
<strong>Roots</strong><br />
sqrt{a} : <img style="vertical-align: -7.5px; display: inline-block;" title="sqrt{a}" src="http://www.xm1math.net/phpmathpublisher/doc/img/7849e8b3631cc39bd9b7f23df651f3f3.png" alt="sqrt{a}" /><br />
root{n}{a} : <img style="vertical-align: -7.5px; display: inline-block;" title="root{n}{a}" src="http://www.xm1math.net/phpmathpublisher/doc/img/fb764e2cf4dcbda1a494111bc60c6474.png" alt="root{n}{a}" /><br />
<strong>Limits</strong><br />
lim{a}{x} : <img style="vertical-align: -25.5px; display: inline-block;" title="lim{a}{x}" src="http://www.xm1math.net/phpmathpublisher/doc/img/68f8350413595eff7376acea36ce6280.png" alt="lim{a}{x}" /><br />
<strong>Big operators</strong><br />
int{a}{b}{x} : <img style="vertical-align: -25.5px; display: inline-block;" title="int{a}{b}{x}" src="http://www.xm1math.net/phpmathpublisher/doc/img/5f15df4dd7758873a29b24aa351a8c62.png" alt="int{a}{b}{x}" /><br />
doubleint{a}{b}{x} : <img style="vertical-align: -28px; display: inline-block;" title="doubleint{a}{b}{x}" src="http://www.xm1math.net/phpmathpublisher/doc/img/7d5fbcf76a2975e6e71b3c9388c71e28.png" alt="doubleint{a}{b}{x}" /><br />
tripleint{a}{b}{x} : <img style="vertical-align: -28px; display: inline-block;" title="tripleint{a}{b}{x}" src="http://www.xm1math.net/phpmathpublisher/doc/img/426a22893ed69c4d5792a34b4cd8185e.png" alt="tripleint{a}{b}{x}" /><br />
oint{a}{b}{x} : <img style="vertical-align: -25.5px; display: inline-block;" title="oint{a}{b}{x}" src="http://www.xm1math.net/phpmathpublisher/doc/img/025485e02bcdbd3e8e16d1a2de22e988.png" alt="oint{a}{b}{x}" /><br />
sum{a}{b}{x} : <img style="vertical-align: -26px; display: inline-block;" title="sum{a}{b}{x}" src="http://www.xm1math.net/phpmathpublisher/doc/img/debbcf92ab014b93282c7422f6605538.png" alt="sum{a}{b}{x}" /><br />
prod{a}{b}{x} : <img style="vertical-align: -26px; display: inline-block;" title="prod{a}{b}{x}" src="http://www.xm1math.net/phpmathpublisher/doc/img/fc1e260b468c6d85bb33e879fd4057f9.png" alt="prod{a}{b}{x}" /><br />
bigcup{a}{b}{x} : <img style="vertical-align: -26px; display: inline-block;" title="bigcup{a}{b}{x}" src="http://www.xm1math.net/phpmathpublisher/doc/img/824ed28d219c555794e66ebe9659a084.png" alt="bigcup{a}{b}{x}" /><br />
bigcap{a}{b}{x} : <img style="vertical-align: -26px; display: inline-block;" title="bigcap{a}{b}{x}" src="http://www.xm1math.net/phpmathpublisher/doc/img/91d602d4ec51e8850bab60c2188c1f9a.png" alt="bigcap{a}{b}{x}" /><br />
<strong>Delimiters</strong><br />
delim{[}{x}{]} : <img style="vertical-align: -10px; display: inline-block;" title="delim{[}{x}{]}" src="http://www.xm1math.net/phpmathpublisher/doc/img/6b5c2ab858733a005ad3f8c858d2c0be.png" alt="delim{[}{x}{]}" /><br />
delim{]}{x}{]} : <img style="vertical-align: -10px; display: inline-block;" title="delim{]}{x}{]}" src="http://www.xm1math.net/phpmathpublisher/doc/img/5e8c71a1e42362bf2be0f8111e4c3159.png" alt="delim{]}{x}{]}" /><br />
delim{[}{x}{[} : <img style="vertical-align: -10px; display: inline-block;" title="delim{[}{x}{[}" src="http://www.xm1math.net/phpmathpublisher/doc/img/87a7fdf6d0238edcc2e564ac8df5c80a.png" alt="delim{[}{x}{[}" /><br />
delim{]}{x}{[} : <img style="vertical-align: -10px; display: inline-block;" title="delim{]}{x}{[}" src="http://www.xm1math.net/phpmathpublisher/doc/img/94b92579d53c853910546b82539bd013.png" alt="delim{]}{x}{[}&#8221; /><br />
delim{lbrace}{x}{rbrace} : <img style="vertical-align: -12.5px; display: inline-block;" title="delim{lbrace}{x}{rbrace}" src="http://www.xm1math.net/phpmathpublisher/doc/img/d7db23b1568aafb39c0313e360582814.png" alt="delim{lbrace}{x}{rbrace}" /><br />
delim{|}{x}{|} : <img style="vertical-align: -7.5px; display: inline-block;" title="delim{|}{x}{|}" src="http://www.xm1math.net/phpmathpublisher/doc/img/d0a16322f2913dd6d5e01022d2fd72d9.png" alt="delim{|}{x}{|}" /><br />
delim{vert}{x}{vert} : <img style="vertical-align: -7.5px; display: inline-block;" title="delim{vert}{x}{vert}" src="http://www.xm1math.net/phpmathpublisher/doc/img/8a5adab4c0e62dac54cf637cf1eede89.png" alt="delim{vert}{x}{vert}" /><br />
<strong>Matrix</strong><br />
matrix{num of lines}{num of columns}{first_element &#8230; last_element}<br />
Example :<br />
matrix{2}{3}{a b c d e f g} : <img style="vertical-align: -21px; display: inline-block;" title="matrix{2}{3}{a b c d e f g}" src="http://www.xm1math.net/phpmathpublisher/doc/img/beb522beb1a4a20afecda5281d378747.png" alt="matrix{2}{3}{a b c d e f g}" /></p>
<p><strong>Tabular</strong><br />
tabular{lines description}{columns description}{first_element &#8230; last_element}<br />
lines description : sequence of 1 (draw the horizontal line) or 0 (don&#8217;t draw the horizontal line) &#8211; the length of the sequence=num of lines+1<br />
columns description : sequence of 1 (draw the vertical line) or 0 (don&#8217;t draw the vertical line) &#8211; the length of the sequence=num of columns+1<br />
Examples :<br />
tabular{111}{1111}{a b c d e f g} : <img style="vertical-align: -25px; display: inline-block;" title="tabular{111}{1111}{a b c d e f g}" src="http://www.xm1math.net/phpmathpublisher/doc/img/5d428a145b10814f10d96f8a1b4c4ec4.png" alt="tabular{111}{1111}{a b c d e f g}" /></p>
<p>tabular{1001}{101}{1 2 3 4 5 6} : <img style="vertical-align: -39px; display: inline-block;" title="tabular{1001}{101}{1 2 3 4 5 6}" src="http://www.xm1math.net/phpmathpublisher/doc/img/f78b77609ac5824e4fbf486fc9fbf275.png" alt="tabular{1001}{101}{1 2 3 4 5 6}" /></p>
<p><strong>Constructions</strong><br />
vec{express} : <img style="vertical-align: -7.5px; display: inline-block;" title="vec{express}" src="http://www.xm1math.net/phpmathpublisher/doc/img/32fe0ce74ea9849edc4062d8eb8ebb6c.png" alt="vec{express}" /></p>
<p>{express}under{foo} : <img style="vertical-align: -25.5px; display: inline-block;" title="{express}under{foo}" src="http://www.xm1math.net/phpmathpublisher/doc/img/98a6be27938c64e8e29c53fe4fe5aa3e.png" alt="{express}under{foo}" /></p>
<p>{express}over{foo} : <img style="vertical-align: -7.5px; display: inline-block;" title="{express}over{foo}" src="http://www.xm1math.net/phpmathpublisher/doc/img/4322ec0f5caf9215be0899e773c67c20.png" alt="{express}over{foo}" /></p>
<p>overline{express} : <img style="vertical-align: -7.5px; display: inline-block;" title="overline{express}" src="http://www.xm1math.net/phpmathpublisher/doc/img/ee35b84f5bfd58f25d4016355429b3cc.png" alt="overline{express}" /></p>
<p>underline{express} : <img style="vertical-align: -9.5px; display: inline-block;" title="underline{express}" src="http://www.xm1math.net/phpmathpublisher/doc/img/191841c936262f85bb65334abbb2749a.png" alt="underline{express}" /></p>
<p>hat{express} : <img style="vertical-align: -7.5px; display: inline-block;" title="hat{express}" src="http://www.xm1math.net/phpmathpublisher/doc/img/d0d2c2745c2847a2f71b054c9aa006c3.png" alt="hat{express}" /></div>
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