Tool/Generator to make trees of elimination/knockout tournaments from a list and taking into account any available seeds of the first rounds of the tournament.
Tournament Tree Generator - dCode
Tag(s) : Algorithm, Combinatorics
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A knockout tournament is a competition eliminating any competitor/team that loses a match. The winner is then the team/competitor who does not lose any matches.
Make a list of all participants, if necessary taking into account a prior ranking of players / teams (for a tournament with seed) otherwise a random sort will be done.
Ideally, the number of teams is a number equal to a power of $ 2 $ such as $ 4, 8, 16, 32, 64, 128, 256 $, if not, some match will not have 2 opponents (Teams / players will then automatically qualify in the next round).
Click Generate to get the tournament games' tree.
In a tournament, to increase the show and the suspense, the first rounds are not completely random. To prevent 2 favorites/contenders face each over in the first rounds and be quickly eliminated, the seeds (the best players from a previous ranking or tournament) are slightly helped and can not meet immediately, they must first beat other players (theoretically less well ranked) before reaching the final stages.
Example: Grand Slam tennis matches (Roland Garros, Wimbledon, etc.) use seeds
For a knockout tournament competition with $ N $ teams then there is a total of $ N-1 $ matches.
Indeed, every game, a team is eliminated, so in the end only one team will never lose, so there will have been $ N-1 $ games.
Example: In a 32-team tournament, there are 31 matches (sometimes 32 when a game is played for 3rd place)
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Cite as source (bibliography):
Tournament Tree Generator on dCode.fr [online website], retrieved on 2024-11-21,