Quote:
Originally Posted by Diablo_Rojos Seems to me like insurance is a sucker bet. |
nah, it's the opposite of a sucker bet, if the price is right. i read the thread, but was mostly confuzzed, despite the fact that i know what insurance is.
here's my version of the concept. in any all-in situation, you have an EV, right? but variance dictates that you'll never hit that EV, b/c the most likely situations are that you win the entire pot or lose the entire pot. insurance, if the right price is given, should end up with you winning exactly your EV.
example:
board is

all in.
me:

diablo:
Board: Kh Td 2s
Dead:
equity win tie pots won pots tied
Hand 0: 72.626% 72.63% 00.00% 719 0.00 { KdKs }
Hand 1: 27.374% 27.37% 00.00% 271 0.00 { QdJd }
with $100 in the pot (isn't that convenient?), my EV is $72.62, but we tie 0% of the time, so i can only win or lose $100
so, i'm about 2.651 favorite and bet $27.38 (total pot-my EV) on me to lose.
now, only two things can happen:
i win the $100 pot but lose the side bet -$27 = $73
or
i lose the $100 pot but win the side bet for $72.58
whatever happens, i make exactly what i was "supposed" to make in ev.
finally: the trick, of course, is to get the right price. hellmuth is famous now for getting a bad price on his insurance. on this hand, i got it right. all i needed was a calculator!