Fundamental Theorem of Poker - Multi-way Pots and Implicit Collusion

Multi-way Pots and Implicit Collusion

The Fundamental Theorem of Poker applies to all heads-up decisions, but it does not apply to all multi-way decisions. This is because each opponent of a player can make an incorrect decision, but the "collective decision" of all the opponents works against the player.

This type of situation occurs mostly in games with multi-way pots, when a player has a strong hand, but several opponents are chasing with draws or other weaker hands. Also, a good example is a player with a deep stack making a play that favors a short stacked opponent because he can extract more expected value from the other deep stacked opponents. Such a situation is sometimes referred to as implicit collusion.

The Fundamental Theorem of Poker is simply expressed and appears axiomatic, yet its proper application to the countless varieties of circumstances that a poker player may face requires a great deal of knowledge, skill, and experience.

Read more about this topic:  Fundamental Theorem Of Poker

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