Quote:
Originally Posted by Clever Nickname
I don't have time for a long response but I'll try to get a quick one off.
It means that, assuming your shove there was really GTO, there's no strategy your opponent can play which exploits your range there. Maybe they only call you with the nuts and sure, your equity is bad when you get called, but you're winning the pot uncontested most of the time; maybe they call you frequently, but then your equity is better when you get it in.
And as for your general point, yes, calculating GTO play is complicated. In fact, for NLHE, it's almost unfathomably complicated, and certainly beyond the capability of any of our computers for the foreseeable future. Computers have managed to calculate near-GTO strategy for HU limit poker specifically, because the number of possible situations is relatively small, and even then it requires a colossal amount of computations. If you add in more players, or switch to no-limit, the game tree quickly grows far beyond our abilities to compute. You won't be seeing truly GTO bots any time soon, or even probably within your life; but the point is that Nash proved that a GTO strategy does exist, even if it is far beyond our ability to calculate.
Ok, I definitely accept what you are saying, and I do believe that theoretically there should be some (very large) discrete set of actions or responses that in aggregate would make up a gto strategy for no-limit.
I see that I was slightly off-base in how I was thinking about this. I read about 10% of the thread, and there seemed to be a number of posts that implied that this kind of strategy already existed, and would/could be used to essentially get behind the game. Like, "I'm gto so even if the opponent knows exactly what I'm doing I'm 100% unexploitable" and that sort of thing.
Anyway, thanks very much for the enlightening information. I will try to look into this further, and perhaps finally force myself to buy the Ankmenchen book, and hopefully to read it.