I understand that there may not be a clear answer to the following question, but I would suspect that a few of you have some good approximations for the following problem:
Assume a round-robin tournament with N engines, and M games per engine.
How big margin does the winning engine "A" need in order for us to conclude "Engine A is clearly better than all the others"? (95% confidence perhaps?)
Round robin tournaments... When should I stop?
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govert
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hgm
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Re: Round robin tournaments... When should I stop?
Use the likely-hood of superiority matrix as reported by BayesElo, and multiply all the numbers in the first row, to get an approximate answer. This product should exceed your confidence level.
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govert
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Re: Round robin tournaments... When should I stop?
Very good. Thank you!
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Michael Sherwin
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Re: Round robin tournaments... When should I stop?
A Tale of Two Tournaments
... of about equal strength.
One, RomiChess led for 30 of 44 rounds to finish in 4th place.
The other RomiChess was in last place for most of the tournament to finish in one of the last places, but not the last.
If BayesElo were an android it would have smoke coming out of its ears!
... of about equal strength.
One, RomiChess led for 30 of 44 rounds to finish in 4th place.
The other RomiChess was in last place for most of the tournament to finish in one of the last places, but not the last.
If BayesElo were an android it would have smoke coming out of its ears!
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Just step aside or you might have a bit of heat
Covid covid runs through the town all day
Can the people ever change their ways
Sherwin the covid's after you
Sherwin if it catches you you're through