#1
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Do you agree with this quote?
If scientific reasoning were limited to the logical processes of arithmetic, we should not get very far in our understanding of the physical world. One might as well attempt to grasp the game of poker entirely by the use of the mathematics of probability.
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#2
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Re: Do you agree with this quote?
Yes
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#3
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Re: Do you agree with this quote?
[ QUOTE ]
One might as well attempt to grasp the game of poker entirely by the use of the mathematics of probability. [/ QUOTE ] This part would only be true if all cards were played face up or, if the cards were face down, then your opponent played so straighforwardly that each and every one of his actions could be assigned a specific probablility. Also, if that statement is true, one could design a poker bot that could not be beaten. Given the difficulty of designing a bot to play chess (i.e. Big Blue) and be successful against Gary Kasparov in a game of complete information, I would suspect that designing a successful bot to beat the best poker players in a game of incomplete information would be next to impossible. |
#4
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Re: Do you agree with this quote?
[ QUOTE ]
[ QUOTE ] One might as well attempt to grasp the game of poker entirely by the use of the mathematics of probability. [/ QUOTE ] This part would only be true if all cards were played face up or, if the cards were face down, then your opponent played so straighforwardly that each and every one of his actions could be assigned a specific probablility. Also, if that statement is true, one could design a poker bot that could not be beaten. Given the difficulty of designing a bot to play chess (i.e. Big Blue) and be successful against Gary Kasparov in a game of complete information, I would suspect that designing a successful bot to beat the best poker players in a game of incomplete information would be next to impossible. [/ QUOTE ] They will probably be able to make bots that do well against the best players. But it is hard to think that they would be able to beat weaker players at the same clip that an expert player could. Optimal strategies are probably simpler than exploitative strategies which vary with the wide make up of opponents. |
#5
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Re: Do you agree with this quote?
No because the first sentence has nothing to do with the second.
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#6
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Re: Do you agree with this quote?
[ QUOTE ]
They will probably be able to make bots that do well against the best players. But it is hard to think that they would be able to beat weaker players at the same clip that an expert player could. Optimal strategies are probably simpler than exploitative strategies which vary with the wide make up of opponents. [/ QUOTE ] If we gave the same input to them? Live bots are usually deprived of all the personal observational clues that a person has available. On-line, chat disabled, would a bot that is using a super version of PT to build it's strategies on the go be that much inferior to a human? It'd know to call/raise Hi $VIP more often than a low $VIP, etc. In areas like reading blind stealing and continuation bet and bluff styles it may be better than a human ?? The OP quote seems fine in it's comment on science, but the poker analogy is very poor. Even the very human part of poker, the "I'll rile him up and then he'll call my huge bet to try and punish me" stuff, is a probability based action. I suspect it was this need for some human intuition or leaps of connection that he was implying in the 1st sentence, but poker is too simple to serve as a good comparison. luckyme |
#7
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Re: Do you agree with this quote?
sure
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#8
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Re: Do you agree with this quote?
No.
The first and second sentences both underestimate, by similar amounts, the usefulness of the analysis methods in question. |
#9
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Re: Do you agree with this quote?
Key word: "entirely".
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#10
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Re: Do you agree with this quote?
Not at all. And you can grasp poker like that. It's totally possible. A computer could be programmed to do it. Any empyrical knowledge can be expressed in mathematical/statistical terms.
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