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(Related to the Don't Let This Happen to You on page 486 ) A student argues, "The prisoner's dilemma game is unrealistic. Each player's strategy is based on the assumption that the other player won't cooperate. But if each player assumes that the other player will cooperate, the 'dilemma' disappears." Briefly explain whether you agree with this argument.

Short Answer

Expert verified
No, the argument isn't entirely accurate because the dilemma in the Prisoner's Dilemma doesn't depend solely on the assumption of cooperation. It stems from potential individual gain, even when mutual cooperation could yield overall better results. Assuming that the other player will always cooperate doesn't remove the innate complexity of this dilemma, since the temptation for a higher individual payoff by defecting is always present.

Step by step solution

01

Understanding the Prisoner's Dilemma

The Prisoner's Dilemma is a standard example of a game analyzed in game theory that shows why two rational individuals might not cooperate, even if it appears that it is in their best interests to do so.
02

Analyze the Student's Argument

The student asserts that the dilemma would vanish if each player assumes that the other will cooperate. They're implying that mutual cooperation would always be the optimal strategy. However, the essence of the Prisoner's Dilemma lies in the temptation to defect or not cooperate due to the potential for higher individual payoff. Hence, while the assertion seems intuitive, it doesn't consider the element of temptation and individual rationality which forms the crux of the Prisoner's Dilemma.
03

Conclusion

While the optimal solution in a prisoner's dilemma is for both players to cooperate, the lack of trust and the possibility of higher benefits can lead players to betray. Therefore, the argument fails to capture the complexities of the prisoner's dilemma, which focuses on individual rationality and choice, regardless of potential collective benefits. Even if both players were to assume the other will cooperate, the 'dilemma' or the decision-making challenge doesn't necessarily disappears. There always remains a temptation to defect for the chance of a higher individual payoff.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Game Theory
Game theory is a fascinating realm of mathematics and economics that deals with strategic decision making among parties with competing interests. At its core, it's about predicting and analyzing how players will act in a given scenario where their choices affect one another. It's especially useful in economics, political science, psychology, and even biology. The prisoner's dilemma, an iconic scenario in game theory, allows us to understand the dynamics of cooperation and competition among rational individuals.

In the context of the prisoner's dilemma, two individuals are faced with a choice to either cooperate with each other or to defect (betray). The outcome of their choices is not just dependent on what they individually decide, but also on what the other party decides. This interdependence of decisions is what makes game theory so compelling and complex.
Rational Choice
Rational choice theory assumes that individuals make decisions by considering the possible outcomes and choosing the option that maximizes their utility or benefit. In an ideal world, everyone would make decisions that lead to the best collective outcome. However, in the prisoner's dilemma, even though mutual cooperation leads to a better collective result, rational individuals might choose to defect because it offers a better personal reward versus the risk of being the sucker.

This reflects a key concept in rational choice theory: given certain information and preferences, individuals will opt for the course of action that they perceive as most beneficial to themselves, even if it goes against the collective good. As rational beings, our actions are guided by weighing the outcomes, and sometimes, what seems rational for the individual can lead to less optimal outcomes for the group as a whole.
Mutual Cooperation
Mutual cooperation is when all parties in a scenario like the prisoner's dilemma decide to work together and not betray each other. The allure of mutual cooperation is that it often leads to universally positive outcomes that benefit all involved. In our prisoner's dilemma, if both prisoners cooperate with each other, they receive a relatively light sentence.

However, this scenario relies on a level of trust and a willingness to look beyond immediate self-interest. The logic of mutual cooperation suggests that acting together harmoniously can lead to the best group outcome, but arriving at this conclusion requires individuals to think beyond personal gain and consider the collective benefit, which is not always a natural or rational choice for self-interested beings.
Defection Temptation
The 'defection temptation' in the prisoner's dilemma represents the lure of pursuing a strategy that might yield the highest individual reward but could result in worse outcomes if the other party also defects. In game theory, this is a pivotal concept because, despite the potential of a beneficial mutual cooperation, the individual gain from defection when the other cooperates can be too tempting to resist.

It is this temptation that leads to the core of the dilemma: should one stay true to a mutual agreement and cooperate, or betray the other for a chance at a better personal outcome? The risk, of course, is that if both parties give into temptation, they both suffer a worse outcome than if they had cooperated. Defection temptation illustrates the tension between self-interest and collective well-being that is at the heart of many strategic decisions in economics, politics, and social interactions.

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Most popular questions from this chapter

For several years, a professor at Johns Hopkins University used the following grading scheme for his final exam: He would give an \(A\) to the student with the highest score. The grades of the remaining students were then based on what percentage their scores were of the top student's score. But at the end of one semester, the students in his class decided to boycott the final exam. They stood in the hallway outside the classroom but did not enter the room to take the exam. After waiting for a time, the professor cancelled the exam and, applying his grading scale, gave everyone in the class an \(\mathrm{A}\) on the exam. An article in the New York Times about this incident observes: "This is an amazing game theory outcome, and not one that economists would likely predict." Do you agree with this observation that game theory indicates the students' strategy was unlikely to work? Briefly explain.

Movie studios split ticket revenues with the owners of the movie theaters that show their films. When a movie is no longer being shown in theaters, theater owners earn nothing further from the film, but studios continue to earn revenue when the movie is available for home viewing on DVD, Blu-ray, streaming, and cable. Theater owners would prefer that the time between when a movie appears in theaters and when it becomes available for home viewing be as long as possible. Typically, movies are not available for home viewing for at least 90 days after they are first shown in theaters. An article in the Wall Street Journal in 2017 noted a possible change to this system: "Hollywood studios are preparing to upend decades of tradition by releasing movies at home less than 45 days after they debut on the big screen." The article went on to note, "Studio executives say they would prefer to reach a deal with theaters, one reason they have been reluctant to unilaterally announce a new policy." Typically, would you expect that the profits of movie studios are more at risk from the bargaining power of theaters, or would you expect that the profits of theaters are more at risk from the bargaining power of movie studios? Have streaming and other online ways of watching movies changed the relative bargaining power of movie studios and theater owners? Briefly explain.

(Related to Solved Problem 14.2 on page 487 ) UPS and FedEx both struggle to deliver the surge of packages they receive during the December holiday season. According to an article in the Wall Street Journal, in 2014 , both firms considered charging Amazon and other firms rates that would be 10 percent higher for packages delivered during the week before Christmas. Such higher rates would likely have increased the profits of both firms. Neither UPS nor FedEx actually raised rates during the 2014 holiday season, but both firms did raise them during the 2016 holiday season. Use game theory to explain why in 2014 neither firm raised rates during the holiday season, but two years later both firms did.

What is the difference between explicit collusion and implicit collusion? Give an example of each. What is a cartel?

Suppose there are four large manufacturers of toilet tissue. The largest of these manufacturers announces that it will raise its prices by 15 percent due to higher paper costs. Within three days, the other three large toilet tissue manufacturers announce similar price hikes. Would this decision to raise prices be evidence of explicit collusion among the four companies? Briefly explain.

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