Variance and Standard Deviation
Variance measures the degree to which outcomes deviate from the expected value. High variance games produce wild swings in results, while low variance games show more consistent outcomes. Standard deviation quantifies this spread mathematically, helping players understand the stability of their potential results.
Pot Odds and Implied Odds
Pot odds represent the ratio between the current bet and the total pot, determining whether a call is mathematically justified. Implied odds extend this concept by accounting for future bets you expect to win if you complete your hand, particularly important in poker strategy.
Bankroll Management
The discipline of allocating capital across multiple games and sessions to withstand variance and prevent catastrophic losses. Game theory suggests that proper bankroll sizing based on win rates, variance, and risk tolerance is essential for long-term success.
Information Asymmetry
A situation where some players possess more or better information than others. In games like poker, information asymmetry creates strategic opportunities. Understanding what information your opponents can infer from your actions is crucial for optimal play.
Bluffing and Deception
Strategies that involve misrepresenting your hand strength or intentions. Game theory shows that bluffing must occur at balanced frequencies to remain unpredictable and maintain optimal strategy against skilled opponents.