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existence of smooth function

Subject: existence of smooth function
From: craig
Date: Mon, 30 Oct 2006 22:56:22 EST
Newsgroups: sci.math
Does there exist a smooth, non-zero, compactly supported function u on R such 
that  

v(x) (v defined below) can be extended to a smooth function on R.  ?? 


Let U denote the open set where u does not equal zero and define 

v(x):= (u''(x))/ u(x) on U.  


thanks 


craig

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