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by Apreche
5854 days ago
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This article is correct, mathematically, from what I can tell. However, the author seems to not understand the meaning of skill. Apparently to the author a skilled player is one who knows and plays all the odds correctly whereas an unskilled player plays randomly, or sub-optimally. If all players are equally knowledgeable of all the probabilities involved, then the game is a game of luck. A true game of skill is one in which there is no luck factor. No matter the relative skills of the players, the most skilled player will win. For example, boxing is a game of skill. Poker is not. Two grand masters of poker playing against each other, the result will be determined by the cards. They might as well play Candy Land instead. |
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Poker is a MUCH tougher game (dozens of orders of magnitude, depending on the variant) than chess. We have no idea how close to optimal any human is at the game. Similarly, computer opponents can only play well in very limited settings like heads-up, fixed-limit Hold'em, where the game tree is a reasonable size.
Also, it depends on the period of time that you're looking at. If two people play a single hand, it's almost entirely luck. However, as the paper argues (though again in a simplistic way), as the number of iterations increases, the CLT comes into play and skill wins out.
This is true, even for "grand masters" in poker. Tom Dwan has an open challenge to play him in 50,000 hands online. If his opponent is ahead after 50,000 hands, he will pay them an additional $1M. He's not doing this because he loves to gamble. He's doing it because he knows 50K hands are a sufficient sample size to significantly reduce the luck factor.
Do you think a game like backgammon is also luck?