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Natural Experiments

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Title: Natural Experiments


1
Natural Experiments
  • Course Applied Econometrics
  • Lecturer Zhigang Li

2
Natural Experiment
  • Natural experiment is an application of the
    matching method with more strict condition
  • NE required the control and treatment groups to
    be matched not only by observed factors, but also
    unobserved factors.
  • Whether unobserved factors are matched is
    inferred from theory and other observed
    information.

3
How much is the return to education?
  • Return to education
  • What is the value of Schooling?
  • Do people really learn useful things in schools?
  • Do people learn more in college than in high
    school?
  • Should government spend more money on schools?
    What level of schools should get more funding?

4
How hard is it to measure the return to
education?
  • A naïve regression
  • IncomeiaEducationiei
  • Problems
  • Measurement Errors (Income, Education)?
  • Underspecification?
  • Functional form misspecification?
  • Endogeneity?

5
Key Issue
  • Endogeneity is the key issue
  • Due to the correlation between education and
    omitted variables that affect income (talents,
    family environment, )
  • Due to measurement errors in education
  • The problem may not be solved by adding more
    control variables or using panel data.
  • Can matching solve the endogeneity problem?

6
Identical twins
  • Arguments for using twins data
  • Identical twins should be equally smart they
    should look similar and they should have the
    same family background.
  • Therefore, if we could find twins with different
    education, we can compare their income. The
    difference should reflect only the effect of
    education but not of omitted variables.
  • Strictly speaking, we assume there is no
    unobserved inter-twin difference that is
    correlated with education.
  • Is this assumption valid?

7
Solution with identical twins
  • How about measurement error?
  • A rule If one has two independent measures of a
    variable and both measures contain classical
    measurement errors, then she can use one measure
    as the instrumental variable of the other.
  • Hence, one possible way to address the potential
    measurement errors in schooling is to ask the
    twins to report their co-twins education levels.

8
An Empirical Study(Bonjour et al., 2003)
  • Data 3,300 same-sex twins in 1999 in U.K.
  • Detailed medical information
  • Socioeconomic information
  • Method
  • ln(wif)ßSifaifeif
  • ln(w1f)-ln(w2f)ßWTP(S1f-S2f)(a1f
    -a2f)(e1f-e2f)
  • aif indicates ability
  • A key question Why identical twins may have
    different years of schooling?

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What is the Effect of Minimum Wage Law? (Card and
Krueger, 1994)
  • Do employers respond to an increase in the
    minimum wage?
  • Design
  • Event Minimum wage in New Jersey rose from 4.25
    to 5.05/hour on April 1, 1992.
  • Design 1 The treatment group includes stores in
    NJ and the control group includes stores in PA,
    which was not (directly) affected by the wage
    rise.
  • Design 2 Treatment includes stores paying high
    wage and control group includes stores paying low
    wage prior to the wage rise, all in NJ.

13
Empirical Implementation
  • Data Survey (employment, wage, prices) of 410
    (100) fast-food restaurants in NJ and eastern PA
    before and after the wage rise. Information on
    store closing also available.
  • ?EiabXicGAPiei
  • ?Ei Employment change at store i
  • Xi Characteristics of store i
  • GAP 0 for PA stores and high-wage NJ stores
    (5.05-W1i)/W1i for other NJ stores

14
Issues
  • Other things happening in NJ?
  • Recession in NJ about the same time
  • Other things happen in PA?
  • Are NJ and PA comparable?
  • Seasonal patterns and market structure similar
  • Measurement
  • Impact on store closing and opening.

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Findings
  • No evidence that the rise in NJs minimum wage
    reduced employment
  • In both design, increase in minimum wage increase
    employment.
  • Prices of fast-food meals increased in NJ
    relative to PA. Within NJ, no evidence that
    prices increased more in stores most affected by
    the minimum-wage rise.

20
Re-evaluating the Evidence by Card and Krueger
(Neumark and Wascher, 2005)
  • Data
  • Actual payroll (work hours) from 230 Burger King,
    KFC, Wendys, and Roy Rogers restaurants in NJ
    and PA.
  • Data sample matched to the same zipcodes and
    restaurant chains of CKs study.

21
Findings
  • Standard deviation of employment change in CKs
    data is three times as large as the NW data,
    suggesting potential quality problem of the CK
    data.
  • Estimates of the employment effect of the NJ wage
    rise lead to opposite conclusion from that of CK.
    Employment decrease in NJ after the wage rise.

22
Do Better Schools Increase Housing Prices?
(Black, 1999)
  • Compare prices of houses on opposite sides of
    attendance district boundaries
  • Assumption the houses share similar neighborhood
    characteristics
  • ln(price)aXßZd?teste
  • Problem Not all relevant house or neighborhood
    characteristics can be observed (e.g. public
    goods, neighborhood characteristics)
  • Solution Replace the district characteristics
    variable Z by a full set of boundary dummies
    indicating houses with common borders.

23
Data
  • Housing prices
  • All purchases and sales from 1993 through 1995
    for three counties in suburbs of Boston,
    Massachusetts.
  • Massachusetts is chosen because of its small
    school districts, reducing heterogeneity of
    population within districts.
  • Focus on elementary schools because only this
    level allows for enough within-district
    variation.
  • Neighborhood characteristics
  • School district characteristics
  • School Quality is measured by the fourth grade
    Educational Assessment Program.

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Sensitivity Tests
  • Concern Districts on opposite sides of the
    boundaries are very different.
  • Exclude boundaries that were railroad tracks,
    highways, major streets.
  • An artificial natural experiment to account for
    progressions in neighborhoods towards good
    schools.
  • Compare the effects of including more
    neighborhood controls on estimates.
  • Compare housing characteristics across borders.
  • Compare the effect of larger and smaller houses.

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