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Daniel discusses Game Theory Optimal poker and provides tips on how to calculate pot odds and fold frequency at game speed. Topics include: Understanding Game Theory Optimal (GTO) Poker • Use a Hybrid of GTO and Exploitative Play • Set a Baseline and Adjust • Calculating Pot Odds • Calculating Fold Frequency • Quiz: Calculating Fold Frequency.
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You will learn Some basic of the game theory. How to solve these games How it can be applied to the poker. Secrets behind top current computer poker players. Formal models of games. Nash equilibrium. Computational complexity, PPAD, NP, polynomial cases. Algorithms for solving di erent classes of games. Formalization of card games in game theory.
In the nal chapter, we will attempt to apply game theory to a poker game. Chen and Ankenman provide exhaustive work in their book, about how poker can be solved step by step via mathematics.
An extremely simplified version of poker is completely solved from a game theoretic standpoint. The actual properties of the optimal solution are then compared to various common notions about game theory and bluffing in poker. No specialized mathematical knowledge is needed to understand this material.
games such as poker. We present a basic overview of linear programming theory in this chapter, which will be an important technique in our analysis of poker strategy. This section is based on theory from [12], which contains much more detail on linear programming and the Simplex method than we explore here. 3
10 Ιαν 2015 · Game Theory Optimal (GTO) poker is “an umbrella term players use to describe the holy grail of no-limit holdem playing strategy” (MasterClass). In general, the optimal theory dictates that the player is always making the decision that returns the most profit in the long run.
In this investigation, we treat from a game-theoretic point of view several situations that occur in the game of poker. The analysis of models of poker has a long and distin-guished existence in the game theory literature.
