Hey guise. I don't feel like opening a thread. Anyway I have to learn how to use excel, so I'm building up ways to in excel calculate EV. So far so good, but how do I add Fold Equity to the EV formula?; EV = (%W * $W) - (%L * $L). I saw
this seemly great tutorial, but I don't really understand what does the variable S$ mean, at all, maybe it's my English.
If anyone can help me out with what the hell does S$ mean in the formula, I will be really grateful.
Quote:
Originally Posted by Post from the link above
This will be pretty messy if I don't define some variables, so here goes:
P$ = Current size of the pot
S$ = Minimum of your stack vs your opponent's stack
F% = Chance of your opponent folding to your shove (this should be between 0 and 1; divide percentages by 100 to get corresponding value)
W% = Chance of you winning when called (this should be between 0 and 1; divide percentages by 100 to get corresponding value)
When he calls and you win, you earn:
P$ + S$
When he calls and you lose, you lose:
S$
So, if he always called, your EV would be:
EV = (W% * (P$ + S$)) - ((1 - W%) * S$)
But he doesn't always call. When he doesn't call, you win:
P$
So we can add that into the above:
EV = (F% * P$) + (1 - F%) * ((W% * (P$ + S$)) - ((1 - W%) * S$))
I'm a little obsessed with this now, but my math(concentration) sucks, I'm trying to figure out how much FE I needed in order to 3bet jam the turn in a hand I played today.