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On a given week, two selfish parents simultaneously choose between spending time with their children (S) or not (N). The payoff matrix is the following. Player 1 Player 2 S N S 5,5 -1,6 N 6,-1 0,0 (a) Assume that the parents repeat this game for 52 weeks. What are the Subgame Perfect Nash Equilibrium strategies? What is the SPNE outcome? (b) Now assume the parents repeat this game infinitely. Consider the following strategy: "Start by Playing S and continue playing S as long as (S,S) was played on every previous week. Otherwise, play N forever." Assume Payer 1's discount factor is δ1 = ¼ and Player 2's is δ2 = 1/8. Is it a SPNE for both players to play the strategy above? Why or why not?
1) Create python program that reads an integer from the user and then creates a list of all the even numbers from 0 up to that integer.
Explain the characteristic that prevents the long run adjustments that happen in perfect competition from happening with a monopoly.
Choose one of the following and write 250 words in your own words. Explain changes in management practices related to business processes. Explain changes in management practices related to business roles.
Focus on the key insights from real options about firm value enhancement.
1) Using duty-based ethical principles, what facts or circumstances in this case would lead Moseley to disclose Herzog's behavior? 2) Using outcome-based ethical principles, what issues would Moseley have to analyze in making the decision to repo..
Give a one to two page analysis summarizing the results to the executive management team of Omega.
Using linear and log linear regression analysis what steps would you take to determine an appropriate price?
Do some research on failover clustering for Hyper-V. Create a table showing how clustering can help with both storage and network failure.
Contrast how the Endogenous growth theory differs from the Harrod-Domar growth model in the role that population growth plays in per capita income.
A bacteria culture starts with 1,500 bacteria and doubles in size every 4 hours. Find an exponential model for the size of the culture as a function of time
Compare and contrast performance problems with availability problems.
Refrigerant-134a enters a diffuser steadily as saturated vapor at 600 kPa with a velocity of 160 m/s, and it leaves at 700 kPa and 40°C. The refrigerant is gaining heat at a rate of 2 kJ/s as it passes through the diffuser.
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