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Model Paper of Experimental Economics

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Model Paper of Experimental Economics
Game Theory:
Battle of Sexes:

1. Use backward recursion to find the optimal strategy for wife?
2. Suppose Wife loves Husband more than her own self. Then what would be the optimal strategy? Does Utility Maximization allow for this possibility?
3. Suppose Husband ALSO loves Husband more than wife. What strategy can He play that will create a favorable outcome for him. REMEMBER that a strategy is a specification in advance of all the choices at all the nodes.
4. If Husband plays strategy given in Question 3 above, what is optimal strategy for wife?
5. For what possible reasons can Wife DEVIATE from playing her optimal strategy in Question 4?
6. Count total Number of strategies for Husband
7. Count total Number of strategies for Wife.
8. List all strategies for Husband.
9. List all strategies for Wife.
10. Make a Normal Form Game.
11. Identify Weak and Strong Nash Equilibrium. Also give reason.
12. From above Nash Equilibriums, identify subgame perfect equilibrium and explain why?
13. From above Nash Equilibriums, identify subgame imperfect Equilibrium and explain why it is subgame imperfect.
Ultimatum Game:
In an Ultimatum Game, the proposer must divide a pie worth $30, and shares must be multiples of $10. As usual, the responder gets to accept or reject.
1. Draw the extensive form game tree.
2. Use backwards induction and rollback to solve the game.
3. Is there a dominant strategy for the proposer in this game?
4. List strategies for both players, corresponding outcomes, and use to write the game in normal form.
5. Identify a Nash Equilibrium in strategies which is NOT subgame perfect.
6. Based on experiments, what is the most likely outcome of this game?
7. Four possible explanations for the conflict between observed outcomes and theoretical predictions are: (i) Fear of Rejection, (ii) Fairness

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