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14.23 Government Regulation of Industry Class 2 MIT & University of Cambridge 1

Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

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Page 1: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

14.23 Government Regulation of Industry

Class 2

MIT & University of Cambridge

1

Page 2: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Outline

• Definitions • Perfect Competition and Economic Surplus • Monopoly and Deadweight Losses • Natural Monopolies • X-inefficiency • Estimates of welfare losses of monopoly • Technological change and Competition • Patents and Copyright

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Page 3: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Efficiency and Technical Progress

• Economic regulations should promote efficiency and technical progress.

• Efficiency is concerned with optimizing the use of existing resources and technology.

• Technical progress is conditional on the allocation of resources to develop new technologies.

• Efficiency is static, technical progress is dynamic. Different types of market structures may impact efficiency and technical progress differently. 3

Page 4: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Assumptions of Perfect Competition

• Consumers perfectly informed. • Producers have similar non-increasing returns to

scale technologies. • Consumers maximize preferences given budget

constraints. • Producers maximize profits given their production

functions. • All agents are small in relation to size of market

and externalities do not exist. • A competitive equilibrium is then determined.

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Page 5: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Properties of an equilibrium under perfect competition

• Pareto efficiency – exists when it is not possible to improve on the current equilibrium without making at least one consumer worse off.

• Price = Marginal Cost • All firms price takers. • There are no super-normal profits. • However in practice economic regulation is often

concentrated on industries where the assumptions of perfect competition do not hold.

• The aim of economic regulation is often to simulate5

some of the properties of perfect competition.

Page 6: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Figure 1 - Market supply and demandConsumer surplus (CS) (Area CDB) =P

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Supply, S

Demand, D

CS

PS

the value of market production to consumers Producer surplus (PS) (Area ABD) = the value of market production to producers

B

F

H

C

D

A

0 Q’ Q

Page 7: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

A

Demand MR

Price, P

Figure 2 – Monopoly and Deadweight Losses

C

B

D

DWL of monopoly = Area BCDPm

MC = AC Pc

0 Qm Qc Quantity, Q

7

Page 8: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Calculating Social Surplus under Monopoly and Competition

• Demand, Q=100 – P • Marginal and average cost, MC = AC = 20 • Pm=$60, Qm=40; at monopoly equilibrium • Pc=$20, Qc=80; at competitive equilibrium • Monopoly:

– Total surplus: APcCB=$2400 – CS: APmB=$800; PS: PmPcCB=$1600

• Competition: – Total surplus: APcD=$3200 – CS: APcD=$3200; PS: PmPcCB=$0

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Page 9: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Social weightsand why they matter

• Society does not usually make decisions based on the maximisation of the sum of producer and consumer surplus.

• It usually attaches different weights to different groups of consumers and producers (and the government).

• Example of regulating casinos. De-regulation of casinos may effect those who cannot afford to gamble and the very rich impacting on consumer surplus. However it may also raise the producer surplus by increasing the profitability of casinos.

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Page 10: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Price, P

Figure 3 - A natural monopoly

DMC

AC

E

F

G

Pc

Pm

P*

Qeff0 Qc Qm

Quantity, Q 10

Page 11: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

How to improve social welfare in Natural Monopoly Industries

• Government ownership e.g. USPS • Regulation of prices e.g. Electric Utilities • Franchising e.g. Cable TV • Introduction of competition e.g. Telephony

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Page 12: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Other types of market structure with deadweight losses

• Monopsony – where a single buyer drives down the price it pays and the quantity it buys.

• Oligopoly – the intermediate case between perfect competition and monopoly where a small number of firms operate in a market with some ability to raise prices and reduce industry output.

• Oligopsony – where small groups of buyers drive down price paid and quantity bought.

• Oligopoly and oligopsony and their detection and control are more the concern of anti-trust authorities rather than economic regulatory agencies. 12

Page 13: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

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Price, P

Quantity, Q0

MC AC

D

MR

Q*

P*

Figure 4 - Monopolistic Competition

E

F

Problem is that we have DWL of monopoly but the only way to reduce this is to reduce the number of brands. Thus the effect of regulation on variety may be an issue.

G

Page 14: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Figure 5 – Price controls and price supportsP, Price

P1

Pc

P2

Supply

Demand

A

B

C

E

D F

G

0 Q1 Qc Q2 Q, Quantity

Page 15: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Figure 6 – Taxes and Subsidies P, Price

Pt P* Ps

Supply, S

Demand, D

Q, QuantityQ*

S+Tax

S-Subsidy A

C

E

FB

0

Qt Qs

Page 16: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Figure 7 – Import Tariffs and QuotasP, Price

US Supply

PT

PT= US Price with Tariff PF= World Free Trade Price

PF

US Demand

A

C

E

F

G

0 Q1 Q2 Q, Quantity

Page 17: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Deadweight Losses of Monopoly 1 ( P * − Pc )( Q c − Q * ) =

1 η d 2 P * Q *

2 2where :P * = actual price

Q * = actual quantity

η = price elasticity of demand

d = price cost margin

• Harberger (1954) from industry revenue and profits. • Estimated d as difference between industry and

average sample rate of return. • Assumed η=1. • Got answer that DWL are only 0.1% of GNP. 17

Page 18: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Deadweight Losses of Monopoly*P

= η = 1 *P − MC d

substituti ng this inthe Harberger formula we have *1 P − MC * * 1 * * 1 *DWL ≅

2

P * P Q =

2( P − MC )Q =

2 Π

• Cowling and Mueller (1978). • Data on 734 US firms in 1963-66. • They estimate DWL of 4% of GCP. • If you include rent seeking behavior the figure is

much higher. 18

Page 19: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

X-Inefficiency

• X-inefficiency (Leibenstein, 1966) occurs when firms do not minimise the costs of producing their output.

• X-inefficiency occurs due to lack of competition or incentive to minimise costs within firms.

• Monopolies may be particularly prone to such inefficiency.

• Thus a reason why de-regulation might be favoured is because the static cost efficiency of monopoly is outweighed in the long run by rising X-inefficiency. 19

Page 20: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Technical Progress

• Schumpeter famously argued that monopoly was good for innovation because the competition for monopoly encouraged investment in innovation.

• Research and Development expenditure can take a number of different forms and involves different stages: – Basic and applied research – Invention – Development – Diffusion

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Page 21: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Technical Change and Competition

Present Discounted

V5

V3

C

Values, $ Figure 8

0 Time to innovate, T

V1

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Page 22: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Explaining the model

• Earlier innovation costs more but is more beneficial. • Benefits of innovation to individual firm are

negatively effected by number of competitors (V1to V5). This is because more competitors increases the speed and severity of copying by rivals.

• This implies that there can be excessive competition which stifles innovation completely by eliminating incentives to invest (V5<C).

• Thus one aim of regulation may be to preserve incentives to innovate and to reward innovators.

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Page 23: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Regulatory approaches to innovation

• Patents – These give companies a monopoly right to exploit an

invention for a limited period. This increases producer surplus in the short run.

• Copyright – This gives copyright holders the right to benefit from

reproduction of intellectual property for a period. This similarly increases producer surplus in the short run.

• The impact of these arrangements on consumer surplus in the short run is uncertain. There may be more innovations which quickly benefit consumers even though they are expensive. 23

Page 24: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Conclusions

• Short run static efficiency likely to be negatively effected by monopoly via deadweight losses.

• Technical progress may benefit from monopoly as monopoly may be associated with better incentives to invest in innovation.

• Regulation needs to involve society deciding on the optimal trade-offs between consumer and producer surplus based on implicit or explicit social weights.

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Page 25: Class 2 MIT & University of Cambridge...substituti ng this inthe Harberger formula we have 1 P * − MC DWL ≅ * * 1 * * 1 * 2 P * P Q = 2 ( P − MC )Q = 2 Π • Cowling and Mueller

Next

• Revision of Oligopoly and Collusion.

• Read VVH Chapter 5 (to page 122).

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