Illustrate application of the hypothesis of weak
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Q: Evaluate the following limits as n tends to infinity: equilibrium strategies of the players, their payoffs, total equilibrium gains, and total Pareto-optimal payoffs.
Illustrate application of the hypothesis of weak impact
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Consider an n-person game with the goal functions
Does the game under consideration allow for Nash mixed strategy equilibria if n = 2?
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Demonstrate that for an arbitrary game (with concave and smooth goal functions) the set of Pareto-optimal strategy profiles coincides with the set of points
Evaluate the following limits as n tends to infinity: equilibrium strategies of the players, their payoffs, total equilibrium gains, and total Pareto-optimal
Find the domain of compromise in an organizational system with distributed control. The corresponding functions are k = 2, c(y) = y, Hi(y) = y - y 2/(2ri)
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Find an optimal number of identical agents with the cost function c(y) = y2/(2ß), if the principal's income is proportional to the sum of agents' actions.
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