Posted by Adi
on December 12, 2007, 3:10 pm, in reply to "Re: measure of a disjoint union of subsets of R^d"
So the result that we know for two sets is the observation that m(E1 U E2)= m(E1) + m(E2) given the d(E1,E2)>0. Is that correct?
And the fact that the sets are compact and disjoint removes the possibility of having the two sets having distance = 0? And that is because a compact subset of R^d is closed and bounded?
I just want to make sure I get this one straighten out.
Thank you Prof.
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