J
Jordansimo
Enthusiast
Silver Level
Hi guys
I've been spending the weekend trying to get on top of my poker math, but there's one issue I'm having which is quantifying how often villain needs to fold to a semi-bluff non all in raise or bet, accounting for existing pot equity?
I understand the equation in a semi bluff all-in situation as all of the equity against villains range will be realized and he can't be re-raised
For example, Hero is facing a c-bet with a mid flush draw, he has approx 19% equity from flop to turn. Villain is c-betting too often and Hero raises pot as a semi-bluff. Given the texture, villains opening range and tendencies he predicts that villain will fold 40% of the time. Can anyone tell me how to calculate if this would be + or - EV?
My first thought is that facing a PSB villain needs to defend 50% (MDF), but can hero subtract his 19% single street equity to arrive at a lower figure? I understand this could likely be very incorrect
Hope that makes sense!
I've been spending the weekend trying to get on top of my poker math, but there's one issue I'm having which is quantifying how often villain needs to fold to a semi-bluff non all in raise or bet, accounting for existing pot equity?
I understand the equation in a semi bluff all-in situation as all of the equity against villains range will be realized and he can't be re-raised
For example, Hero is facing a c-bet with a mid flush draw, he has approx 19% equity from flop to turn. Villain is c-betting too often and Hero raises pot as a semi-bluff. Given the texture, villains opening range and tendencies he predicts that villain will fold 40% of the time. Can anyone tell me how to calculate if this would be + or - EV?
My first thought is that facing a PSB villain needs to defend 50% (MDF), but can hero subtract his 19% single street equity to arrive at a lower figure? I understand this could likely be very incorrect
Hope that makes sense!