This is where a play is considered to be of optimal strategy in the terms of Nash equilibrium. When it comes to poker gaming, this means that if you are making use of the optimal strategy to play, it won’t matter what the opponent is up to because his play against you will not be of positive expected value.

On the other hand, this does not mean that the expected value of the optimal strategy is of the same value as the maximum expected value possible. When this happens, you will need to exploit the specific leaks in the opponent’s game even when such a play is different from the optimal strategy.

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· Published 27.02.2018 · last updated 27.02.2018

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