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Suppose Auchan, a hyper-market chain based out of France, was considering opening three hypermarkets in the UAE.
What type of research Auchan needs to conduct to track how the shopping habits of consumers from the UAE differ from those in France?
What is the dominant strategy and describe the Nash equilibrium or Nash equilibria, Why did they do this? Do you think that Sun Resorts cares about how many airlines will serve the island? Explain.
Each party's prefer- ences are represented by the expected number of votes it gains. Formulate this situation as a strategic game and find its mixed strategy equilibria.
Draw this game in extensive form. - Using a matrix representation, find all the pure-strategy Bayesian Nash equilibria for this game.
What is the subgame perfect pricing policy for Tony - Please make sure you write down the strategies for all players and show why it is subgame perfect
What is the random variable associated with this game? What is the mutually exclusive event in this case? Construct a well-labeled probability distribution table based on the outcomes of this game.
Suppose that (N; v) is a coalitional game such that set of imputations X(N; v) is nonempty, and such that nucleolus x∗ differs from prenucleolus x^.- Prove that the nucleolus is located on the boundary of the set X(N; v).
What is the probability that one of the women will speak first? What is the probability that Abby will speak before Cameron does?
Is it still true that each player bidding his valuation is a weakly dominant strategy? - Are there other Nash equilibria of this game?
What values of p1 and p2 are needed to make (C, C) a Nash equilibrium of the induced game? - Compare the unilateral commitments described here with contracts.
"Buildings in flood zones are difficult to insure by private insurance because the ideal requirements of an insurable risk are difficult to meet."
John, Bob, and Ted meet at a party in which all the invitees are either novelists or poets.- Construct a belief space describing the beliefs of John, Bob, and Ted about the others' profession.
Chicken: In the classic game, “Chicken,” two angry youths drive their cars at one another in a foolish attempt to prove who is tougher.
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