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Game theory is a study of situations of strategic interaction between two or more players in which there is a predefined set of rules and an outcome associated with each choice taken.

6 votes
Accepted

Infinitely repeated game: prisoners' dilemma

the payoff from play the trigger strategy will be: $$ \sum_{i=0}^{\infty}(x+1) \delta^i=\frac{x+1}{1-\delta}$$ if I deviate and I play $l$ or $d$ the payoff will be $$ 2x + \sum_{i=1}^{\infty}x \del …
hllspwn's user avatar
  • 149
2 votes
0 answers
240 views

Subgame Perfect Equilibrium with Pure Strategies in Sequential Games [closed]

If I have a sequential game, i.e. in each node (that I will call $t$) only one player choose an strategy from a finite space of strategies, Is it true there always exist a subgame perfect equilibrium …
hllspwn's user avatar
  • 149
2 votes
1 answer
364 views

How to demonstrate that a game always have a subgame-perfect equilibrium in pure strategies?

If I have an specific extensive game, with only a finite set of strategies, how can I demonstrate that the game always have a subgame-perfect equilibrium in pure strategies? My first intuition was to …
hllspwn's user avatar
  • 149
1 vote
Accepted

Cournot equilibrium question

To answer your question I will assume that $\bf{A1}$ firm 2 always "trust" in the output reported by firm 1, and $\bf{A2}$ firm 1 always "keep its word" if announces an output. Without $\bf{A1}$ a …
hllspwn's user avatar
  • 149