Quote:
Originally Posted by Oink
All HU poker games can be solved and will have exactly 1 symmetric Nash equilibrium in which both players play a strategy that is unbeatable (And both will have a long term winrate of 0bb/100)
This is wrong. There can be multiple equilibria for zero sum games and there is for poker.
Example 1: The board runout in holdem is a royal flush. It doesn't matter if either player bets $5, $50, or $300 on the river, the game is at equilibrium (neither player can gain an advantage) as long as neither player folds.
Example 2: With 100bb stacks,
if player 1 open for 90bb, player 2 will always fold to a cbet. Player 1 can't exploit player 2's 100% fold to cbet frequency (after this raise size), since it requires him to make the much more exploitable 90bb open raise to begin with.