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Public Goods
Goods that are non-excludable (cannot prevent people from consuming them) and non-rivalrous (one person's use doesn't reduce another's ability to use it)
Excludable Goods
Goods where the manager can restrict consumption to certain consumers
Non-Rivalrous Goods
Consumption by one consumer does not prevent or reduce the ability of another to consume it
Club Goods
Examples include cinemas and private parks — excludable but non-rivalrous
Common-Pool Resources
Examples include fish stocks in the sea and coal — non-excludable but rivalrous
Private Goods
Examples include food and clothing — both excludable and rivalrous
Olson - Free Rider Problem
All members share a common interest in obtaining a collective benefit but have no common interest in paying the cost. Each person prefers others to pay while still receiving the benefit
Tragedy of the Commons
When individuals, acting in their own rational self-interest, overuse a shared resource, leading to its depletion
Rational Herdsman Example (Tragedy of the Commons)
Each herdsman seeks to maximize gain by adding more cattle to the shared pasture, even though it leads to overgrazing and depletion
Marginal Benefit - Marginal Cost
Each additional animal provides a near +1 benefit to the herdsman but only a fraction of -1 cost due to shared overgrazing effects
Outcome of the Tragedy
All rational herdsmen add more animals, leading to destruction of the commons despite individual rationality
Modern Examples of the Tragedy of the Commons
Climate change and pollution
Nash Equilibrium
A situation where no player can gain by changing their strategy while others keep theirs unchanged
Collective Action (Basic Setup)
Two citizens can choose to challenge or not challenge a regime. Challenging is costly, but if both challenge, they can force regime change (B > M > 0)
Two Pure-Strategy Nash Equilibria (Two-Citizen Game)
Both challenge or neither challenge
Multiple-Citizen Game (Generalized Collective Action)
A large population game where each citizen chooses whether to challenge. Benefit = B if more than k citizens challenge; cost = M for each