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<record version="2" id="3734">
 <title>little Picard theorem</title>
 <name>LittlePicardTheorem</name>
 <created>2002-12-11 10:17:56</created>
 <modified>2003-11-13 09:55:18</modified>
 <type>Theorem</type>
 <creator id="127" name="Koro"/>
 <author id="127" name="Koro"/>
 <classification>
	<category scheme="msc" code="32H25"/>
 </classification>
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 <content>The range of a nonconstant entire function is either the whole complex plane $\mathbb{C}$, or the complex plane with a single point removed.
In other words, if an entire function omits two or more values, then it is a constant function.</content>
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