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Oct 12 at 19:38 vote accept Jjj
Oct 11 at 1:27 history edited Michael Hardy CC BY-SA 4.0
deleted 12 characters in body
Oct 9 at 15:35 answer added Iosif Pinelis timeline score: 2
Oct 9 at 13:08 history edited Jjj CC BY-SA 4.0
Made the question more concrete.
Oct 9 at 12:59 comment added Jjj Hi! Sorry about being to vague. But I would like to show that the given bound holds with at least a probability $p$, where the expression for $p$ depends on $N$ and possibly $n$. A desirable expression would be something like $p\sim 1-exp(-cN)$ so that $p$ goes to $0$ fast with N. I don't know if that's possible to show, but Im interested in that kind of results.
Oct 9 at 12:42 comment added Iosif Pinelis What do you mean, precisely, by " high probability" here?
Oct 9 at 12:23 history asked Jjj CC BY-SA 4.0