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- W3187299609 abstract "In a classical chess round-robin tournament, each of $n$ players wins, draws, or loses a game against each of the other $n-1$ players. A win rewards a player with 1 points, a draw with 1/2 point, and a loss with 0 points. We are interested in the distribution of the scores associated with ranks of $n$ players after ${{n choose 2}}$ games, that is, the distribution of the maximal score, second maximum, and so on. The exact distribution for a general $n$ seems impossible to obtain; we obtain a limit distribution." @default.
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- W3187299609 date "2021-08-06" @default.
- W3187299609 modified "2023-10-18" @default.
- W3187299609 title "On the distribution of winners’ scores in a round-robin tournament" @default.
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- W3187299609 doi "https://doi.org/10.1017/s0269964821000267" @default.
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