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It costs thousands of dollars to generate an application (apps) for the Apple iPad. Just offering an APP is not a guarantee of success. The most successful APPS, sold as downloads, have to offer true functional value. Apple takes weeks to review an app proposal; only with Apple's approval can an APP be officially offered for the iPhone or iPad. If you were Apple, what research would you want to see within the proposal to approve a new app for the iPhone or iPad?
Find the set of pure strategy symmetric Nash equilibria of the game, and the set of pure evolutionarily stable strategies. What happens if each player has n actions, corresponding to demands of 1, 2, . . . , n units of payo? (and δ 1/n)?
Distinguish the various types of organization structures. Identify the different elements of delegation.
Suppose the maximum risk value for a particular client is 0.4. What is the optimal allocation of investment funds among stocks, bonds, mutual funds and cash? What is the annual rate of return and the total risk for the optimal portfolio?
1. As a business owner, do you think it is best to set policies and rules for all aspects of the business?
One of the payoffs in the following base game is a parameter labeled x. For every x ∈ [0, 1] find the set of equilibrium payoffs in the infinitely repeated game based on this game.
Does this game have a subgame perfect Nash equilibrium? - Do you think any one of the players has a strategy that guarantees him a win (a payoff of 2)?
Prove that there exists a unique efficient alternative in S minimizing the absolute value |(x1 - d1) - (x2 - d2)|. Denote this alternative by x∗.
Suppose the neighbors choose their effort levels simultaneously and independently. Derive the best response functions. Find the pure strategy Nash equilibrium of this game. For the rest of the questions, assume that a1 = a2 = 1. Calculate the payoff..
What is the efficient configuration of the price and quantity of chicken once proper account is taken of the cost of all of the negative externalities?
Let D be a balanced collection of coalitions. Suppose that there is a player i contained in every coalition in D. Prove that D contains a single coalition, D = {N}.
Write an object oriented program in Java to play the Game of Life and investigate the patterns produced by various initial configurations
Currently, our technology is getting better. Are there any side effects of this technological development on society?
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