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Harvesting without killing the plant investment incentives under - - PowerPoint PPT Presentation

Harvesting without killing the plant investment incentives under regulation Kay Mitusch Berlin University of Technology Workgroup for Infrastructure Policy (WIP) 6 th Conference on Applied Infrastructure Research INFRADAY Berlin, 5-6


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Kay Mitusch INFRADAY, Berlin, 5-6 October, 2007

Harvesting without killing the plant – investment incentives under regulation

Kay Mitusch

Berlin University of Technology Workgroup for Infrastructure Policy (WIP)

6th Conference on Applied Infrastructure Research INFRADAY Berlin, 5-6 October, 2007

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Kay Mitusch INFRADAY, Berlin, 5-6 October, 2007

  • What are the investment incentives of a regulated

monopoly?

  • How should regulation be adapted for investment

incentives?

  • How about structural distortions of investments?

→ Questions addressed in a very simple model

Theoretical questions

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Kay Mitusch INFRADAY, Berlin, 5-6 October, 2007

A Monopolist for three Markets

Market 1 Market 2 Market 3 p1 p2 p3 D1(p1) D2(p2) D3(p3)

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Kay Mitusch INFRADAY, Berlin, 5-6 October, 2007

A Monopolist for three Markets

Market 1 Market 2 Market 3 p1 p2 p3 D1(p1) D2(p2) D3(p3) c

  • Identical constant marginal cost c
  • Fixed cost F
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Kay Mitusch INFRADAY, Berlin, 5-6 October, 2007

A Monopolist for three Markets with capacity investments

  • Capacity can be increased by Ii
  • Investment cost are quadratic

Capacity constraints I1 I2

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Kay Mitusch INFRADAY, Berlin, 5-6 October, 2007

p2 p3

M

Monopoly prices without investment

Results:

  • Profit = 5 (fixed cost F = 20)
  • Consumer surplus = 9
  • Welfare = 14

p1

M M

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Kay Mitusch INFRADAY, Berlin, 5-6 October, 2007

p2 p3

M

Monopoly investments and prices

Results:

  • Profit = 5 → 10
  • Consumer surplus = 9 → 11
  • Welfare = 14 → 21

p1

M M

I1

M

I2

M

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Kay Mitusch INFRADAY, Berlin, 5-6 October, 2007

p3 p2

R

Social optimum without deficits (Ramsey)

Results:

  • Profit = 5 → 10→ 0
  • Consumer surplus = 9 → 11→ 30
  • Welfare = 14 → 21 → 30

p1

R R

I1

R

I2

R

Ramsey Problem: maximize welfare subject to non-negative profit by choice of prices and investments. p3

M

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Kay Mitusch INFRADAY, Berlin, 5-6 October, 2007

p3 p2

R

Social optimum without deficits (Ramsey)

How to regulate towards Ramsey?

p1

R R

I1

R

I2

R

Ramsey Problem: maximize welfare subject to non-negative profit by choice of prices and investments. p3

M

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Kay Mitusch INFRADAY, Berlin, 5-6 October, 2007

Price-cap regulation

  • Suppose the regulator caps the sum of weighted

prices using Ramsey quantities as weights

  • Suppose he has no idea about investment
  • pportunities and calculates Ramsey quantities for

I1 = I2 = 0: D1 = D2 = 1, D3 = 6.236.

  • Price-cap is:

p1 + p2 + 6.236 p3 ≤ F + c (1 + 1 + 6.236) p1 + p2 + 6.236 p3 ≤ 28.236

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Kay Mitusch INFRADAY, Berlin, 5-6 October, 2007

Price-cap regulated Monopolist

  • For I1 = I2 = 0 (no investment), the monopolist

would choose Ramsey prices.

  • With investment choice, the following holds:

Monopoly Ramsey Price-Cap I1 1.5 2.17 1.65 I2 0.25 0.58 0.4 I2/I1 6 3.74 4.125

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Kay Mitusch INFRADAY, Berlin, 5-6 October, 2007

Basic Results of the Exercise

  • Without investment opportunities, price-cap regulation -

correctly applied - leads to Ramsey-pricing (static efficiency)

  • With investment opportunities, there is a tradeoff between

static and dynamic efficiency

  • However, the Ramsey-regulated monopolist (based on a

no-investment hypothesis) invests more than the non- regulated monopolist

  • The structure of investments is not strongly distorted
  • Even an additional, moderate cap on p1 would not distort

too much

  • Thus it seems, if there is a problem of regulation and

investment, it is the commitment problem (danger of regulatory holdup), not the price-cap itself

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Kay Mitusch INFRADAY, Berlin, 5-6 October, 2007

Thank you!