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In this assignment, you are being given several constructs. Conduct scholarly research that has been published within the past five years that measures each on these. Based on this, provide a conceptual and at least one operational definition of each construct listed below. Based on the operational definitions, provide a measurement for the variable, and explain the level of measurement (nominal, ordinal, interval, and ratio) that is generated. Once this is completed, provide a conceptual and operational definition of two constructs you will be measuring in your intended dissertation research.
Identify and explain an aspect of communication study that you would like to explore further. It should be a theoretical framework or general approach, not a si
What are the Nash equilibria- Discuss whether this game and equilibrium concept make sense for analyzing a couple's decisions
What is the purpose of formative research from a corporate social responsibility perspective?
Explain how payoff matrices used in Game Theory illustrate mutual interdependence among firms in oligopolies. How can they be used to predict likely outcomes?
How does keeping up with the business trends influence personal selling?
As for payoffs, the territory is worth m if captured and each army has a cost of fighting equal to s if it is strong and w if it is weak, where s the pure-strategy Bayesian Nash equilibria of this game for the following two cases, and briefly desc..
What are the Nash equilibria of each stage-game?- What is the lowest value of δ for which the subgame-perfect equilibrium you found in (b) survives?
Does one of the players have a strategy that guarantees him a win? If so, which player has a winning strategy?
Find the top cycle set, and for each alternative a in the set design a binary agenda for which a is the outcome of sophisticated voting.
How does one select one of the following three financial measures in a cash flow analysis?
Repeat the analysis of the principal-agent game in this chapter, under the assumption that p is the probability of a successful project with high effort (rather than 1/2 as in the basic model). How does the optimal contract de-pend on p?
Generalize the argument that no ESS in the game in Figure 1 assigns positive probability to AP or to PA, to show the following result.
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