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Re^2: bit-vector > global minimum

by baxy77bax (Chaplain)
on Oct 03, 2011 at 17:20 UTC ( #929383=note: print w/replies, xml ) Need Help??

in reply to Re: bit-vector > global minimum
in thread bit-vector > global minimum

but this implies that i would need to do this for every given pair of indexes which would lead to a:

If X = |A[i,j]|, O(X) time algorithm which is higher then my tree solution that runs in O(logX) if i understood you correctly

But never the less, this is a nice trick that didn't cross my mind. Thank you !!!!

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