spears wrote:
Quote:
There is no real GTO solution for 3-Max+ games
Are you saying there is a theoretical problem? If so, could you post a reference?
In a 2-player zero-sum game a NE is also a min-max equilibrium, every player can assure a guaranteed minimum winnings/maximum loss (a constant called game value). A Nash Equilibrium still extists for any game of finite number player and finite number strategy, but in 3+ player there is no notion of game-value. So there is no strategy that can assure to not loss. A NE strategy is the best option only if all other player are playing the same NE, if one or more player deviates from nash (or playing strategy from another NE) you could loss also playing nash.