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Efficiency in the market for cooperative dwellings

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Efficiency in the market for cooperative dwellings Silje Eretveit, Karl Robertsen and Theis Theisen Department of Economics and Business Administration University of Agder Norway. Introduction Efficiency in housing markets important - PowerPoint PPT Presentation
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Efficiency in the market for cooperative dwellings Silje Eretveit, Karl Robertsen and Theis Theisen Department of Economics and Business Administration University of Agder Norway
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Page 1: Efficiency in the market for cooperative dwellings

Efficiency in the market for cooperative dwellings

Silje Eretveit, Karl Robertsen and Theis Theisen

Department of Economics and Business Administration University of AgderNorway

Page 2: Efficiency in the market for cooperative dwellings

Introduction• Efficiency in housing markets important

• Efficiency over time: Case and Shiller (1989)

• Efficiency with respect to financial arrangements:

Goodman and Goodman (2007)

Kelley (1998)

Schill et. al (2007)

Hjalmarsson and Hjalmarsson (2009)

Robertsen and Theisen (2011)

•The present paper builds on RT and HH

Page 3: Efficiency in the market for cooperative dwellings

Norwegian housing cooperatives• 15 % of dwellings in the country are cooperative

• Housing cooperatives non-profit institutions. Special law

• To obtain a co-op one has to buy a share in the cooperative

• A share in the cooperative gives the right to use a specific dwelling

• The shareholder is free to sell his unit on ordinary market conditions

• Housing cooperatives are partly financed by mutual debt

• The mutual debt is paid down through monthly rent

• The interest rate on mutual debt is in Norway lower than on private

debt

•All shareholders are formally responsible for the full mutual debt

Page 4: Efficiency in the market for cooperative dwellings

The price of a co-op

The price of a dwelling in a housing cooperative consists of two elements:

• An equity price determined through a normal competitive bidding

process

• The mutual debt: Each dwelling carries a share of the debt held

by the cooperative. The living space of the dwelling determines the

share of mutual debt affiliated with the dwelling

Page 5: Efficiency in the market for cooperative dwellings

We consider two identical dwellings•Dwelling A carries a mutual debt

Mutual debt is paid down through rent.

At time 0, the dwelling is bought at the price

•Dwelling B carries no mutual debt

At time 0, the dwelling is bought at the price

The full purchasing price has to be financed privately

•What is the relationship between , and ?

•How do equity-prices of the two dwellings change over time (Assume zero inflation: Price of dwelling B constant

0M

0AE

0BE

0AE 0

BE 0M

Page 6: Efficiency in the market for cooperative dwellings

The financial effects for holders of the two dwellings:•Dwelling A

- Lower interest paiments than dwelling B

- „Overprice“ when the dwelling is bought

- Capital loss when the dwelling is sold

•Dwelling B

- Since we abstract form inflation, the price that the

dwelling can be sold for is constant over time

Page 7: Efficiency in the market for cooperative dwellings

Time

P

T

0AE

0M

tP

tAE

0 0 0AE M

0BE

0

Page 8: Efficiency in the market for cooperative dwellings

The relationship between equity prices at time 0

0 0 0 0

0

1

T tp M t it

A B T

T p tt

i i dE E M

d i d

Înterest discount effect

The model can be estimated if mutual debt is known(Robertsen and Theisen (2011))

Page 9: Efficiency in the market for cooperative dwellings

The case when mutual debt is not observed(Hjalmarsson and Hjalmarsson (2009)

t t t ti M i i iR i M a M bA

tt i ii t

M i

R bAM

i a

Rent-function:

gives:

Substitution into equity-relationship, with, :

00 0 0 0

0 0

1 1

T Ttp M t i p M tt ti i

A B T TM i M iT p t T p tt t

i i d i i dR AE E b

i a i ad i d d i d

0t ti iR R

Page 10: Efficiency in the market for cooperative dwellings

Asumptions (of Hjalmarson and Hjalmarson):

1ti

p Mi i

ia a

Yield the HH-equation;

00 0 1 i iA B

M M

R AE E b

i a i a

Easily estimated IF a is known

Page 11: Efficiency in the market for cooperative dwellings

We estimate the two regression functions:

0ˆˆHH HH HH HH HH

i R MAINT iP X R A Y Z

00RT RT RT RT RT

i M iP X M Y Z

Page 12: Efficiency in the market for cooperative dwellings

Dwellings in housing cooperatives (N=1050)

Minimum Maximum Mean St. deviation

Equity price 55 000 3 600 000 1 504 910 451 656

Mutual debt -23 323 2 700 000 279 608 391 443

Rent 975 13 531 3 162 1 455

Size 23 174 71 21

Age 1 65 37 16

Data: All co-op transactions 2009-2010 in Kristiansand municipality

Page 13: Efficiency in the market for cooperative dwellings

Mutual debt PV annual rent PV maintenance Size Age

Mutual debt 1 0,6163 0,0526 0,1510 -0,7053

PV annual rent 1 0,5728 0,3200 -0,5130

PV maintenance 1 0,3821 -0,0831

Size 1 -0,1981

Age 1

Correlation matrix

Page 14: Efficiency in the market for cooperative dwellings

(t-values in parentheses)

Page 15: Efficiency in the market for cooperative dwellings

Conclusions:

•Empirical support for efficient prices in the Robertsen-Theisen model• The efficiency hypothesis is rejected when the Hjalmarsson-Hjalmarsson model is used with their original assumptions.•Problem: The payback-rate for mutual debt must in the HH-model be pegged prior to estimation. The results are very sensitive to the magnitude chosen for this parameter. Also other assumptions in the HH-model are problematic.


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