|
I think I understand cjs55's argument.
For starters, from what I've seen in this thread, everybody knows what implied odds are. cjs55 says that implied odds involve the current pot size, because the current pot size is a decent predictor of how much will be bet / can be won on later streets. Others focus exclusively on stack sizes when thinking about implied odds, since the effective stacks in play define the maximum that can be won on later streets. The principle is the same, we all basically know what impied odds are.
CJS55 overbets earlier streets because he's trying to limit his "reverse implied odds."
Example: CJS55 is our hero, who holds AA on SB. Villain holds 72o in BB. Effective stacks are 101BB each.
Flop (2BB pot, 100 BB effective stacks) comes 7xx rainbow. Even though a 1BB bet from the Hero will lay -EV pot odds for the villain, Hero wants to bet more to limit implied odds for the villain. If the villain can reliably expect to stack the hero with a turned duece (6%), then he can make the call profitably.
Thinking through this example, the hero decides to limit the villain's implied odds by overbetting. However, one huge assumption underlying his logic is flawed:
1. That he will stack off reliably.
While the Hero (AA) fears that a turn 2 for villain (72) will lead to his stacking (since two pair on a 72xx board can be invisible), the dangers of that result are overestimated. Turned 2 is rare, and if the 72 chaser chases every time against a pot-sized bet, (before stacking you 6 in 100 times), even then it is only marginally profitable (with 100BB stacks).
AND
Hero fears he will actually pay off 100BB's in a 6 BB pot once the predictable donk starts going nuts. Wrong.
What he should be afraid of is forcing the 72o to fold his pair of sevens (pretty much always the correct decision). That's were the real loss of value is.
|