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'Since a firm's optimal behaviour depends on how it believes that its rival(s) will react, there are as many output decisions, and hence equilibriums, as there are guesses about what rivals will do.' How do economists try to narrow down the assumptions that firms make about their rivals?

Short Answer

Expert verified
Economists narrow down assumptions by using game theory, focusing on Nash Equilibria, dominant strategies, and identifying focal points.

Step by step solution

01

Understanding the Problem

To address how economists tackle the issue of firms making assumptions about rivals' reactions, we need to focus on strategic decision-making in economics. The problem arises because there can be multiple predictions or equilibria based on what each firm believes about others' actions.
02

Game Theory Introduction

Economists often utilize game theory to analyze and predict firms' behaviors in competitive markets. Game theory provides a framework to model situations where the outcome of a participant's choice depends critically on the actions of other participants.
03

Nash Equilibrium

One of the primary tools used within game theory is the Nash Equilibrium. This concept helps to narrow down assumptions about rival behavior by focusing on a set of strategies where no player can benefit from changing their strategy given the strategies of others.
04

Dominant and Dominated Strategies

Economists also analyze dominant and dominated strategies. A dominant strategy is one that yields a better outcome irrespective of the rival's choice, while a dominated strategy is one that yields worse outcomes. Firms tend to avoid dominated strategies.
05

Focal Points

In situations with multiple Nash Equilibria, economists look for focal points or strategies that firms are likely to choose. These are often based on past behaviors or industry norms, reducing the ambiguity in decision-making.

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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 branch of mathematics used extensively in strategic decision-making in economics. It provides a structured way to evaluate situations where the decisions of different participants are interdependent. Think of it like a chess game - every move you make will influence the potential moves of your opponent, and vice versa. In economic terms, these participants are usually firms looking to maximize their profits.

Game theory helps firms to predict potential outcomes based on different decisions they or their competitors might make. This is done by analyzing each possible strategy a firm could take. Firms gain insights into how others might react and adjust their strategies accordingly. They create a 'payoff matrix' to visualize their potential outcomes.
  • This matrix helps firms see the implications of their choices.
  • This framework allows for a systematic analysis of behavior.
  • Game theory can simplify the complexity of strategic interactions in the market.
Nash Equilibrium
The Nash Equilibrium is a key concept in game theory that assists firms in predicting rival behavior. In a Nash Equilibrium, no firm can improve its outcome by unilaterally changing its strategy. This is because each firm’s strategy is optimal given the strategies chosen by other firms.

Imagine a situation where two competing companies have settled into a pattern of behavior that benefits both. If one firm changes its plan without the other doing so, it won't gain any additional advantage. Thus, mutual best responses create a stable situation, which can narrow down strategic options for firms based on their rivals' actions.
  • It represents a state of balance among competitive firms.
  • Once reached, no one has anything to gain by changing their strategy alone.
  • This concept simplifies decision-making, reducing unpredictable market behavior.
Dominant and Dominated Strategies
Dominant and dominated strategies are critical tools for understanding and simplifying decision-making strategies within game theory. A dominant strategy is the best strategy for a player, no matter what the opponents do. For example, if a firm finds a production level that consistently yields higher profits regardless of competitors' actions, it has a dominant strategy.

Conversely, a dominated strategy is one that is consistently worse than other strategies. Rational firms avoid dominated strategies as they are never beneficial in any scenario. This helps in narrowing down strategy options, focusing only on strategies that hold potential regardless of competitors' actions.
  • Dominant strategies streamline decision-making.
  • Dominated strategies are usually discarded.
  • This helps firms focus on more profitable avenues.
Focal Points
In some cases, there are multiple Nash Equilibria, leading to potential confusion about the best strategy to choose. This is where focal points come into play. Focal points refer to solutions that players gravitate towards in the presence of multiple equilibria, due to perceived uniqueness or convention.

Firms may rely on historical behavior, industry standards, or cultural signals to identify these focal points. Essentially, they act as 'signposts' in the strategic landscape, helping firms choose strategies that are not necessarily theoretically superior but are expected to be pursued by others. This can significantly reduce ambiguity in strategic choices.
  • They act as guides in situations with multiple feasible outcomes.
  • Often influenced by past behavior and norms.
  • Help firms align strategies without explicit communication.

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Most popular questions from this chapter

Vehicle repairers sometimes suggest that mechanics should be licensed so that repairs are done only by qualified people. Some economists argue that customers can always ask whether a mechanic was trained at a reputable institution without needing to see any licence. (a) Evaluate the arguments for and against licensing car mechanics. (b) How would licensing affect the market for mechanics? (c) Are the arguments the same for licensing doctors?

A good-natured parent knows that children sometimes need punishing but also knows that, when it comes to the crunch, the child will be let off with a warning. Can the parent undertake any pre-commitment to make the threat of punishment credible?

'Globalization, by increasing the size of the market, reduces market power of individual firms and the need to address strategic interactions.' 'Globalization makes mergers more attractive and thus enhances worries about market power.' Is either of these views correct? Or are both correct?

Two identical firms, 1 and 2, compete on quantities. The reaction function of firm 1 is \(\mathrm{Q}_{1}=15-1 / 2 \mathrm{Q}_{2}\), while for firm 2 we have \(\mathrm{Q}_{2}=15-1 / 2 \mathrm{Q}_{1}\), In the table below we have the total quantity produced in the market: $$ \begin{array}{|l|l|l|l|l|l|l|l|l|l|} \hline Q 1+Q 2 & 2 & 6 & 10 & 14 & 18 & 22 & 26 & 30 & 34 \\ \hline \end{array} $$ Using the fact that both firms must produce the same quantity, plot the reaction functions of the two firms in a graph. How is the equilibrium quantity determined?

Why are these statements wrong? (a) Competitive firms should get together to restrict output and drive up the price. (b) Firms would not advertise unless they expected advertising to increase sales. (c) A firm in a monopolistically competitive market faces a horizontal demand curve for its product.

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