Ploppy
Member
I play two to four times a year, for a few hours (maybe ten at the most). I know basic strategy and I can count (KO) quite well at my kitchen table and on my computer--but I have no interest in counting in real life because I will never, ever get anywhere near the long term and my main goal is to reduce variance. I don't think I'll ever Wong in or out of a game, because basically when I play I do it for entertainment and its not entertaining to stand around, not playing.
I will happily sacrifice EV in the long term for relative predictability in the short term. In fact, I'm perfectly happy playing a -EV game and, while it would be nice to come out ahead, I intend to lose money. Hence, the screen name.
So, esteemed group, here's the question. I know--from the Wizard of Odds--that BS provides the mathematically correct strategy for every situation for both (a) maximization of EV and (b) bankroll preservation IN THE LONG TERM. However, I wonder whether BS requires doubling in some situations where the player's advantage is very weak--making the move the absolutely correct one over the long term, but one that will increase variance in the short term. If my goal were simply (a) bankroll preservation in the SHORT TERM and (b) low variance, would it make sense to alter basic strategy in any situation. If so--would that include doubling for less than the amount of the initial bet in some situations?
Sincerely,
PLOPPY
I will happily sacrifice EV in the long term for relative predictability in the short term. In fact, I'm perfectly happy playing a -EV game and, while it would be nice to come out ahead, I intend to lose money. Hence, the screen name.
So, esteemed group, here's the question. I know--from the Wizard of Odds--that BS provides the mathematically correct strategy for every situation for both (a) maximization of EV and (b) bankroll preservation IN THE LONG TERM. However, I wonder whether BS requires doubling in some situations where the player's advantage is very weak--making the move the absolutely correct one over the long term, but one that will increase variance in the short term. If my goal were simply (a) bankroll preservation in the SHORT TERM and (b) low variance, would it make sense to alter basic strategy in any situation. If so--would that include doubling for less than the amount of the initial bet in some situations?
Sincerely,
PLOPPY