Does result change if game played infinite number of times


Assume the following game is played one time only. Based on the information in the payoff matrix, PNC Bank and Citizens Bank are considering an implicit collusive agreement on interest rates. Payoffs to the two firms are represented in terms of profits in thousands of dollars:

 

 

Citizens Bank

 

 

 

Collude: Raise Rates

Defect: Keep Rates where they are

PNC

Collude: Raise Rates

(900, 600)

(700, 800)

 

Defect: Keep Rates where they are

(1100, 300)

(800,400)

a. Does PNC have a dominant strategy? What is it? Does Citizens have a dominant strategy? What is it?

b. Does the result of your answer change if the game is played an infinite number of times? Why or why not. Properly use game theoretic terminology in your answer.

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Microeconomics: Does result change if game played infinite number of times
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