Oligopolies are markets with a few big players who have significant influence. These firms engage in strategic decision-making, considering how their actions affect competitors. Game theory helps analyze these complex interactions.
Oligopoly models like Cournot, Bertrand, and Stackelberg predict different market outcomes. Firms may collude to maximize joint profits, but this is often unstable and illegal. Understanding these dynamics is crucial for analyzing real-world markets.
Oligopoly Market Characteristics
Market Structure and Entry Barriers
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Oligopoly markets dominated by small number of large firms (typically 2-10)
High barriers to entry
Economies of scale
High capital requirements
Brand loyalty
Significant market power allows firms to influence prices and output levels
Concentration measured by concentration ratio and Herfindahl-Hirschman Index (HHI)
Firm Interdependence and Competition
Actions of one firm significantly affect others, leading to strategic decision-making
Products can be homogeneous (steel) or differentiated (automobiles)
Non-price competition prevalent
Advertising
Product differentiation
Innovation
Firms compete to maximize profits through pricing and output decisions
Strategic Interactions in Oligopoly
Game Theory Fundamentals
Mathematical framework analyzes strategic decision-making
Firm payoffs depend on own actions and competitors' actions
Key concepts
Nash equilibrium represents state where no player can unilaterally improve position
Dominant strategies are optimal regardless of opponents' choices
Mixed strategies involve probabilistic decision-making
Models strategic interactions using normal form (matrix) games or extensive form (tree) games
Advanced Game Theory Applications
Prisoner's dilemma illustrates tension between cooperation and competition
Repeated games analyze long-term oligopolistic behavior
Subgame perfect equilibrium crucial for sequential decision-making analysis
Applications to oligopoly scenarios
Pricing decisions
Capacity choices
Entry deterrence strategies
Oligopoly Model Outcomes
Cournot Model
Firms compete by choosing output levels simultaneously
Equilibrium output is best response to competitors' choices
Conjectural variations concept explains firms' anticipation of rivals' responses
Comparative statics analyze how market changes affect equilibrium
Bertrand and Stackelberg Models
Bertrand model
Firms compete on price rather than quantity
Often results in more competitive outcomes than Cournot, especially for homogeneous products
Stackelberg model
Introduces sequential element with first-mover (leader) and follower(s)
Yields different equilibrium outcomes compared to simultaneous-move models
Model Comparisons and Applications
Each model predicts specific market outcomes
Price levels
Quantities produced
Firm profits
Model applicability depends on industry characteristics
Nature of competition
Product homogeneity
Sequence of decision-making
Collusion and Cartels in Oligopoly
Collusion Dynamics
Firms coordinate actions to restrict output and raise prices
Aim to achieve joint profit maximization
Prisoners' dilemma framework explains inherent cartel instability
Factors facilitating collusion
Small number of firms
High entry barriers
Frequent interactions
Ability to detect and punish deviations
Cartel Analysis and Regulation
Cartels formalize collusion agreements, often illegal due to anti-competitive nature
Tacit collusion (conscious parallelism) occurs without explicit agreements
Game theory models analyze collusive agreement sustainability
Trigger strategies
Folk theorems
Welfare implications of collusion
Reduced consumer surplus
Deadweight loss
Potential dynamic inefficiencies in innovation and resource allocation