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Strategy Discussion / Re: Intuition test
« Last post by john deer on February 13, 2010, 11:05:15 am »I re-modelled as a nuts-or-air game with 3 streets of pot bets. Ie, AA never bets, PP never improves, and PP potbets with all his nuts and gives up bluffs street by street.
Given a range of 1/8 nuts and 7/8 complete PP:s optimal strategy then is to bet his nut hands for 3 streets and
For simplicity we’ll say that PP has 8/64 nut hands and 56 air hands. He obviously bet his nut hands for a psb every street.
His optimal bluffing then is to bet 19 air hands on the flop, 10 on the turn (giving up 9) and 4 (giving up 5) on the river.
Then PP:s value for the game is 27/64 of the flop pot. So assuming the earlier street cost him 3bb he roughly loses about 46bb/100 hands.
Since the more complex game will involve suckouts I think we can assume that PP will improve his win-rate from this estimate, but I have a really hard time seeing he would get it into.
If AA always check calls and PP never bluffs I get PP:s value as roughly 100bb/100 hands.
Given a range of 1/8 nuts and 7/8 complete PP:s optimal strategy then is to bet his nut hands for 3 streets and
For simplicity we’ll say that PP has 8/64 nut hands and 56 air hands. He obviously bet his nut hands for a psb every street.
His optimal bluffing then is to bet 19 air hands on the flop, 10 on the turn (giving up 9) and 4 (giving up 5) on the river.
Then PP:s value for the game is 27/64 of the flop pot. So assuming the earlier street cost him 3bb he roughly loses about 46bb/100 hands.
Since the more complex game will involve suckouts I think we can assume that PP will improve his win-rate from this estimate, but I have a really hard time seeing he would get it into.
If AA always check calls and PP never bluffs I get PP:s value as roughly 100bb/100 hands.
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