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February 10th, 2008, 04:45 AM   #1
Joined: Feb 2008

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maximal number of independent random variables

Hi all,

assume we have a sample space with 2^n points. (it size is 2^n for some natural n)
is it true that the maximal number of independent binary (indicator) random variables (which are not trivial, i.e. constant) is n ??
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