A complete information game is a special case of an incomplete information game -- where "Nature" assigns each player a "type" with probability 1.
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Q2: Every subgame perfect equilibrium is a Nash
Q3: In simultaneous move Bayesian games, a player's
Q4: Complete information sequential games can be represented
Q5: If players discount the future sufficiently, cooperation
Q6: In mixed strategy Nash equilibria, players play
Q8: Suppose a player in a sequential game
Q9: If everyone has a dominant strategy, there
Q10: Cooperation is difficult to achieve in a
Q11: If all players in a game have
Q12: Suppose a player can play 2 possible
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