Property Rights, Externalities, and Natural Resource Problems
August 28, 2024
Positive Economics: Describing what is, what was and what will be.
Normative Economics: Attempting to answer what ought to be.
While these two types of analysis are conceptually distinct, they often inform each other.
The U.S. Environmental Protection Agency (EPA) developed a “control technology standard” to reduce hazardous air pollutant emissions from iron and steel foundries.
How large would the impacts of the standard on production cost at affected facilities?
The rule would increase production costs by $21.73 million annually for existing sources.
The analysis projected small price increases: 0.1% for iron castings and 0.05% for steel castings.
Iron foundries using cupola furnaces and consumers of iron foundry products would experience the primary impact.
The analysis showed the impacts were below the $100 million threshold, avoiding the need for an extensive review by the Office of Management and Budget.
The findings helped reduce opposition by demonstrating the minimal expected economic impacts.
\[ \text{(Economic Surplus)} \,=\, \text{(Consumer Surplus)} \,+\, \text{(Producer Surplus)} \]
CS is the value that consumers receive from an allocation minus what it costs them.
CS is measured as the area under the demand curve minus the consumer’s cost.
PS is the difference between the amount that a seller receives minus what the seller would be willing to accept for the good
PS is the area under the price line that lies above the supply curve.
Exclusivity: All the benefits and costs should only accrue to the owner.
Transferability: Property rights should be transferred to others.
Enforceability: Property rights should be secure from seizure or encroachment.
In the short-run, \[ \overbrace{PS}^{\text{Producer}\\\,\text{ Surplus}} \,=\, \overbrace{\Pi}^{\text{Profits}} + \overbrace{FC}^{\text{Fixed}\\\,\text{Cost}} \]
This is because: \[ \begin{align} \overbrace{\Pi}^{\text{Profits}} &\,=\, \overbrace{TR}^{\text{Total Revenue}} \,–\, \overbrace{VC}^{\text{Variable}\\\;\;\text{Cost}} \,–\, \overbrace{FC}^{\text{Fixed}\\\,\text{Cost}}\\ \quad\\ \underbrace{PS}_{\text{Producer}\\\,\text{ Surplus}} &\,=\, \underbrace{TR}_{\text{Total Revenue}} \,–\, \underbrace{VC}_{\text{Variable}\\\;\;\text{Cost}} \end{align} \]
Thus, \(PS \,=\, \Pi + FC\) in the short-run.
In the long run, \[ \overbrace{PS}^{\text{Producer}\\\,\text{ Surplus}} \,=\, \overbrace{\Pi}^{\text{Profit}} \,+\, \text{(Rent)} \]
\(\text{Rent}\): return to scarce inputs owned by the producer.
Under perfect competition,
This \(PS\) in long-run equilibrium is called scarcity rent.
Data suggest that fishing off the New England coast would need be reduced by about 70% to eliminate overfishing and achieve an efficient harvest.
This would generate a scarcity rent of about $130 million.
If this were collected by the government, it would be sufficient to compensate those boats put out of business due to fishing restrictions.