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FINAL MEETING

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Title: DANE PANELOWE Author: Joanna Tyrowicz Last modified by: Joanna Tyrowicz Created Date: 11/23/2006 9:46:29 AM Document presentation format: Pokaz na ekranie (4:3) – PowerPoint PPT presentation

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Title: FINAL MEETING


1
FINAL MEETING OTHER METHODS
  • Development
  • Workshop

2
General conclusions on causal analyses
  • Magic tool of ceteris paribus
  • Regression is ceteris paribus by definition
  • But the data need not to be they are just a
    subsample of general populations and many other
    things confound
  • Causal effects, i.e. cause and effect
  • Propensity Score Matching
  • Regression Discontinuity
  • Fixed Effects
  • Instrumental Variables

3
If we cannot experiment..
Cross-sectional data
Panel data
IV
Propensity Score Matching DiD
Before After Estimators
Propensity Score Matching
Difference in Difference Estimators (DiD)
Regression Discontinuity Design
4
Problems with causal inference
Confounding Influence (environment)
Treatment
Effect
5
Instrumental Variables solution
Confounding Influence
Treatment
Outcome
Instrumental Variable(s)
6
Fixed Effects Solution (DiD does pretty much the
same)
Fixed Influences
Confounding Influence
Treatment
Outcome
7
Propensity Score Matching
Confounding Influence
Treatment
Treatment
Outcome
8
Regression Discontinuity Design
Group that is key for this policy
Confounding Influence
Treatment
Effect
9
A motivating story
  • Today women in Poland have on average 1,7 kid
  • About 50 years ago, women had 2,8 kids
  • Todays women are 6 times more educated than 50
    years ago will a drop from 2.8 to 1.7 be an
    effect of this educational change?
  • Natural experiment in 1960 schooling obligation
    was extended by one year (11 to 12 years).
  • THE SAME women born just before 1953 went to
    primary and secondary schools a year shorter than
    born after 1953
  • THE SAME ?
  • RD allows to compare fertility (with individual
    characteristics) for women born around 1953

10
Regression Discontinuity Design
  • Idea
  • Focus your analyses on a group for which treament
    was random (or rather independent)
  • How to do it?
  • Example weaker students have lower grades, but
    are also frequently delayed to repeat
    courses/years if we give them extra classes,
    better students will outperform them anyway, so
    how to test if extra classes help?
  • RDD will compare the performance of students just
    above and just below threshold, so quite
    similar ones
  • RDD will only work if people cannot prevent or
    encourage treatment by relocating themselves
    around threshold

11
Regression Discontinuity Design
  • Advantages
  • Really marginal effect
  • Causal, if RDD well applied
  • Disadvantages
  • Sample size largely limited
  • Only local character of estimations
    (marginal?average)
  • Problems
  • How do we know how far away from threshold can we
    go (bandwidth)?
  • How do we know if design is ok.?

12
Regression Discontinuity Design
  • Zastosowanie
  • Trade off between narrow bandwidth (for
    independence assumption) and wide bandwidth to
    increase sample size
  • One can try to find it empirically ( fuzzy RD
    design)
  • Y is the effect, p is treatment probability.
  • is effect of probability just above cut-off
  • - is effect of probability just below cut-off

13
Regression Discontinuity Design
14
Regression Discontinuity Design
15
Regression Discontinuity Design
16
How to do this in STATA?
  • First download package net instal rd
  • Second define your model
  • rd out, treatment, in if in weight ,
    options
  • Third there are some options
  • mbw(numlist) multiplication of bandwidth in
    percent (default "100 50 200" which means we
    always do 50, 100 and 200)
  • z0(real) sets cutoff Z0 (treatment)
  • ddens asks for extra estimation of
    discontinuities in Z density
  • graph draws graphs weve seen automatically

17
Sample results in STATA - data
18
Output from STATA
19
Output from STATA - graph
20
Output from STATA fuzzy version
gen byte ranwincond(uniform()lt.1,1-win,win) rd
lne ranwin d, mbw(25(25)300) bdep ox
21
One last thing ?
  • Quintile regressions

22
A motivating story
23
Some basics doubts of an empirical economist
  • Compare similar to similar
  • Keep statistical properties
  • Understand bezond average x
  • Understand (and be independent of) outliers

24
Robust estimators
  • First flavour of robust regression with robust
    option
  • Helps if problem is not systematic
  • Does not help if problem is the nature of the
    process (e.g. heterogeneity)
  • Second flavour of robust nonparametric
    estimators
  • Complex from mathematical point of view
  • Takes longer to compute
  • But veeeery elastic
  • gt Koenker (and his followers)

25
How to do this in STATA?
  • Estimate at median
  • qreg y in
  • Estimate at any other percentile
  • qreg y in, quantile(q) where q is your
    percentile
  • Estimate differences between different
    percentiles
  • iqreg y in, quantile(.25 .75) reps(100)
    additionally may bootstrap

What is bootstrap for?
26
Output from STATA
27
Output from STATA
28
Summarising all this crap
Confounding Influence (environment)
Treatment
???
Effect
29
Problems
  • Sample
  • size
  • heterogeneity
  • Methods
  • None is perfect
  • Question important
  • Nonparametric (kernel in PSM or QR) are robust,
    robust is not a synonim for miraculous
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