...EV isn't a theory. It's a proven, mathematical part of poker. You either make +EV decisions, which net you profit in the long run. And making -EV decisions will cost you profit in the long run.
Not true. EV is theory. its practical application deviates from theory, because of "variance". And I repeat - "Long Run" does NOT work in the same way in MTTs as it works at cash tables. In MTTs you do not have repeated same situations, and in MTTs one "variance" can bust you out.
...EV is not a theory. Again, it is a proven mathematical formula used to determine how much money one can expect to win or lose.
Lets look at a coin flip. Not a poker coin flip, but an actual flip of the coin. We know the equity of landing on heads or tails is 50-50. So, if I were to offer you $1 for every time heads came up, but you had to pay me $1 for every time tails came up, your EV would be $0. How? By plugging it into an EV formula that is: EV = [$ won x Equity] + [$ lost x Equity]
EV = [$1 x .50] + [-$1 x. 50]
EV = [.50] + [-.50]
EV = [$0]
However, if I were to off you $2 and you pay me $1, you get:
EV = [$2 x .50] + [-$1 x .50]
EV = [$1] + [-.50]
EV = [.50]
Meaning that you're expect to make .50 per coinflip over a large sample size, or in the long run, making it a +EV decision. If someone offered you this, you should accept it.
This same formula applies to poker. Let's say have 1K w/ blinds at 50/100. You have AA and a player before you goes all in. It's the money bubble and you have to decide whether to call or fold here. If we plug this into the EV formula, we get:
EV = [2150* x .80] + [-1000 x .20]
EV = [1720] + [-200]
EV = [1520]
You're expected to make 1.5K in the long run in this situation, making this a +EV decision and there for a good decision to get you money in with this hand.
*1000 + 1000 + Blinds*
...Well, in MTTs, chips = money once the bubble pops.
Not true. Chips CAN BE money even before the bubble pops, if you are wise enough. However, note that 2 times more chips is NOT 2 times more money. And in poker, we play for MONEY.
...I probably wasn't clear on this. Looking this from a short stack point of view, my tournament chips have very little money value to me until I've reached the point where pay jumps are significant. And that's at the final table, where ICM comes into play.
So, my decisions in MTTs are the ones that I the best ones that'll allow me to finish deeper in the game. Again, min-cashing and not min-cashing doesn't mean anything to me, so I'm not going to look at a short stack and think "well, I just have to wait out 1 more player before I make the money." if I have a hand strong enough worth getting my chips in. I'm not afraid to bubble an MTT for a better chance at a deeper run.
The way MTTs work, with the exception of satellites is you play until you either have no chips or all the chips. In most, not all, but most situations, making the most +EV decisions to increase your chip stack (and, thus, increase you chance of finishing deeper) will always be the more correct choice.
It depends what you call "+EV". For me, "+EV" means "more MONEY", and NOT "more chips". There are peculiar situations where you would NOT try to double up on chips, because you want money.
...Well, for me +EV will always mean Positive Expected Value. I'm not sure how you expect to make more money or finish better without increasing your stack size. Since my goal is to win, I want more chips to allow me to have a better chance of doing such. I'm not going to get there if I'm folding key spots like AA on bubble.
...True, doubling up does no double your prize. However, doubling up does increase your chances of reaching a much higher finish than your current position does.
ABSOLUTELY NOT TRUE. If you have a SMALL stack, but good enough to survive the bubble - then doubling up on chips does NOT change your chances for higher prizes, but busting means ZERO from the prize pool. When you have big stack, doubling up can mean even more than doubling your cash prize ! So, it depends...
...I think this depends on the player. It sounds like you're more concerned with making the money first before risking your tournament life/short stack. And that's cool.
I'm not like that.
A min cash is insignificant to me, so the risk for a bigger stack is a much more better reward than min cashing. And yes, doubling up does increase your chances of finishing higher. Would you rather have a 10 BB stack or a 20 BB stack? Compared to a 10 BB stack, a 20 BB stack has:
-More fold equity
-More 3 bet fold equity
-Can play a slightly more selective range than 10 BBs
I think this is just coming down to preference. You would rather take min-cashes than risk busting out, while I'd rather take the risk of busting out but at the reward of potentially finishing higher.
NOT TRUE. Over the last 2 months, I was quite consistent in reaching numerous final tables, while winning 1st place in several tournaments. However, I was VERY careful not to bust on the bubble. Yes, before the bubble, I don't want to bust with 0$ ! But after the bubble, I was able to be aggressive again and push for higher places.
...Nice job. Again, without some clarification, this just comes down to preference. You'd rather secure an ITM first before switching gears and become more aggressive.
As mentioned already, I didn't care about busting out on the bubble. In fact, most of my busts came way before the bubble reached as I was making plays well before the bubble came along during the mid-late stages for a chance at making final table with a large stack size. I was giving up value with easy, frequent min-cashes in exchange for deep runs, FTs, and wins that netted more significant profit than just min cashing.