Wiki formatting

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(cleaned up runoff of preformatted text.)
(Latex math)
 
Line 40: Line 40:
</pre>
</pre>
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Each formula is rendered into a PNG image:
+
Each formula is rendered either as HTML for simple formulas that can be typed into a single line
<math>\Delta I = ^-2</math>
<math>\Delta I = ^-2</math>
Line 46: Line 46:
<math>\xi=1.4</math>
<math>\xi=1.4</math>
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At the moment, only simple formulas are correctly rendered by the Wiki. Complex equations can be entered in two ways.
+
or into a PNG image for complex formulas, e.g. involving fractions.
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Either create an image file on your local system and upload it using 'Upload file' in the toolbox at the left:
+
Formatting of complex equations has been fixed (August 2011).  The wiki will now render nearly any proper Latex formula.  Examples:
<pre>
<pre>
-
[[Image:Adiabaticity definition.png |frameless|500px|x]]
+
<math>
 +
\langle I_f\|E2\| I_i\rangle=\biggl[-\beta_f\langle I_f K=5\|+\alpha_f\langle I_f K=6\|\biggr]\widehat{E2}
 +
\biggl[\alpha_i\|I_i K=5\rangle+\beta_i\|I_i K=6\rangle\biggr]=
 +
</math>
 +
<math>
 +
-\alpha_i\beta_f\langle I_f K=5\| E2\| I_i K=5\rangle+\alpha_f\beta_i\langle I_f K=6\| E2\| I_i K=6\rangle
 +
</math>
 +
<math>
 +
-\beta_i\beta_f\langle I_f K=5\| E2\| I_i K=6\rangle+\alpha_i\alpha_f\langle I_f K=6\| E2\| I_i K=5\rangle
 +
</math>
</pre>
</pre>
-
[[Image:Adiabaticity definition.png |frameless|500px|x]]
+
<math>
-
 
+
\langle I_f\|E2\| I_i\rangle=\biggl[-\beta_f\langle I_f K=5\|+\alpha_f\langle I_f K=6\|\biggr]\widehat{E2}
-
or use () generously and enclose only the deepest-level pieces in <tt><math></math></tt>:
+
\biggl[\alpha_i\|I_i K=5\rangle+\beta_i\|I_i K=6\rangle\biggr]=
 +
</math>
 +
<math>
 +
-\alpha_i\beta_f\langle I_f K=5\| E2\| I_i K=5\rangle+\alpha_f\beta_i\langle I_f K=6\| E2\| I_i K=6\rangle
 +
</math>
 +
<math>
 +
-\beta_i\beta_f\langle I_f K=5\| E2\| I_i K=6\rangle+\alpha_i\alpha_f\langle I_f K=6\| E2\| I_i K=5\rangle
 +
</math>
<pre>
<pre>
-
<math>\xi_{kn}</math> = 
+
<math>
-
((<math>Z_1 Z_2 A_1</math><math>^{1/2}</math>)/6.34977)
+
f(x)=\frac{\int_a^b e^{-x^2} dx}{\frac{x}{x+\frac{1}{x+2}}}
-
(1/(<math>E_p - s E_k</math>)<math>^{1/2}</math> -
+
</math>
-
1/(<math>E_p - s E_n</math>)<math>^{1/2}</math>)
+
</pre>
</pre>
-
<math>\xi_{kn}</math> =  ((<math>Z_1 Z_2 A_1</math><math>^{1/2}</math>)/6.34977)  (1/(<math>E_p - s E_k</math>)<math>^{1/2}</math> - 1/(<math>E_p - s E_n</math>)<math>^{1/2}</math>)
+
<math>
 +
f(x)=\frac{\int_a^b e^{-x^2} dx}{\frac{x}{x+\frac{1}{x+2}}}
 +
</math>
==Footnoting==
==Footnoting==

Latest revision as of 10:54, 14 August 2011

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