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Quasi-Experimental Designs

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Quasi-Experimental Designs Manipulated Treatment Variable but Groups Not Equated Pretest-Posttest Nonequivalent Groups Design N O X O N O O Cannot assume ... – PowerPoint PPT presentation

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Title: Quasi-Experimental Designs


1
Quasi-Experimental Designs
  • Manipulated Treatment VariablebutGroups Not
    Equated

2
Pretest-Posttest Nonequivalent Groups Design
  • N  O  X  O
  • N  O     O
  • Cannot assume that the populations are equivalent
    prior to treatment.
  • Selection and Selection Interactions are threats
    to internal validity.
  • Can try to select subjects or intact groups in
    ways that make it likely that the groups are
    similar, but what about unknown variables on
    which the groups may differ.

3
Double-Pretest Nonequivalent Groups Design
  • N  O  O  X  O
  • N  O  O     O
  • Some control for Selection x Maturation.
  • If groups are maturing at different rates, that
    may be shown in the two pretests.

4
Regression-Discontinuity Design
  • C  O  X  O
  • C  O     O
  • C indicates subjects are assigned to groups
    based on score on covariate.
  • Groups are deliberately nonequivalent.
  • I shall illustrate with a hypothetical example

5
Evaluating an Online Tutorial
  • IV Student completes online tutorial or not.
  • DV Students score on statistics course exam.
  • Pretest/Covariate Students score on a test of
    statistics aptitude.
  • How do I assign students to groups?

6
Evaluating an Online Tutorial
  • Let the students self-select into groups.
  • This gives me a pretest-posttest nonequivalent
    groups design.
  • I use pretest scores as covariate in ANCOV.
  • This does not, however, remove all possible
    confounds.
  • How might the groups have differed other than on
    statistics aptitude???

7
Evaluating an Online Tutorial
  • Randomly assign students to groups.
  • This would be an experimentally sound, randomized
    pretest-posttest control group design.
  • And you would live to regret trying it.
  • Students complain.
  • Their parents complain.
  • The Chair of the Department intervenes.
  • The IRB revokes your authority to do research.

8
Evaluating an Online Tutorial
  • Try a switching-replications design.
  • Those who have to wait until the second half of
    the class would be disadvantaged
  • if you dont learn the beginning material well,
    the later material will very hard to learn.
  • Those who have it taken away at mid-semester will
    complain.

9
Evaluating an Online Tutorial
  • Apply the treatment only to those most in need
    of it, those lowest in statistics aptitude.
  • Those not selected may complain that they could
    benefit from it too.
  • Tough, there is an American tradition of favoring
    the underdog.

10
Evaluating an Online Tutorial
  • Those selected may complain about having to do
    extra work.
  • You cant please everybody every time. Convince
    them they need to do it.
  • May be cases when you want to give the tutorial
    only to those with highest aptitude
  • purpose of tutorial is to allow brightest
    students to finish course early, allowing prof
    more time to spend in class with others.

11
Evaluating an Online Tutorial
  • Suppose I pick a cutoff on the covariate so that
    ½ get the treatment, ½ dont.
  • Simulated data are in file RegD0.txt .
  • C control group, T Treatment group.
  • 2nd score is posttest score.
  • 3rd score is pretest score.
  • I defined the treatment effect to be zero in the
    population.

12
Evaluating an Online Tutorial
  • In the population, Post  7  1.35?Pre  error,
    ? .9,
  • In the sample, ignoring group, Post  7.58  1.27?
    Pre  error, r .85, and MSE 2.13
  • Look at this plot of the data

13
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14
Evaluating an Online Tutorial
  • Now I compute two separate regressions, one for
    each group.
  • T Post  8.09  1.17?Pre  error, r .62, and
    MSE 2.13.
  • C Post  6.33  1.43?Pre  error, r .72, and
    MSE 2.29.
  • The plot shows how little the two lines differ

15
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16
Evaluating an Online Tutorial
  • I re-simulated the data, with a 3 point treatment
    effect built in.
  • The data are at RegD1.txt.
  • T Post  11.27  1.07?Pre  error, r .82, and
    MSE 1.35.
  • C Post  7.90  1.18?Pre  error, r .82, and
    MSE 1.25
  • The plot shows a clear regression discontinuity

17
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18
Evaluating an Online Tutorial
  • The dotted line shows the expected regression for
    the treatment group if there were no treatment
    effect.
  • Hard to imagine how any threat to internal
    validity would create the observed regression
    discontinuity.
  • Caution This analysis assumes the regression is
    linear, not curvilinear.

19
Proxy-Pretest Design
  • N  O1  X  O2
  • N  O1     O2
  • You have a nonequivalent groups posttest only
    control group design.
  • The treatment has already been administered.
  • Now you decide you want a pretest too.
  • Cant warp time, can find an archival proxy
    pretest.

20
PSYC 2210 and Understanding Stats
  • Mid-semester, I ask myself does taking 2210
    improve students understanding of stats?
  • Ill compare students in current 2210 class with
    those in another class (excluding any who have
    already taken 2210).
  • I want a pretest too, but the treatment is
    already in progress.

21
PSYC 2210 and Understanding Stats
  • I use, as a proxy pretest, students final
    averages from PSYC 2101.
  • Conduct an ANCOV
  • IV took 2210 or not
  • DV end of course stats achievement test
  • COV the proxy pretest

22
Separate Pre-Post Samples Design
  • Pretest subjects different than posttest
    subjects.
  • I want to evaluate online tutorial in stats.
  • Both I and my friend Linda taught stats this
    semester and last semester.
  • Both of us gave our students a end of course
    standardized exam.
  • N  O
  • N     X  O
  • N  O
  • N        O

23
Separate Pre-Post Samples Design
  • Row 1 My students last semester, no tutorial.
  • Row 2 My students this semester, with tutorial.
  • Row 3 Lindas students last semester, no
    tutorial
  • Row 4 Lindas students last semester, no
    tutorial.
  • Selection problems likely.
  • N  O
  • N     X  O
  • N  O
  • N        O

24
Nonequivalent Groups Switching Replications Design
  • N  O  X  O     O
  • N  O     O  X  O
  • I am teaching two sections of stats.
  • I make the experimental tutorial available the
    first half semester to one class
  • and the second half semester to the other.
  • Might reduce complaints, until students from the
    two classes meet each other.

25
Nonequivalent Dependent Variables Design
  • Only one group of subject, but two DVs.
  • One DV you expect to be affected by X.
  • The other you expect not to be affected by X.
  • The second DV serves as a control variable.
  • Should be similar enough to 1st DV that it will
    be effected in same way by history, maturation,
    etc.

26
Nonequivalent Dependent Variables Design
  • I want to evaluate effect of stats remedial
    tutorial given to all PSYC 2210 students.
  • DV1 stats given at start and end of semester.
  • DV2 Vocabulary test given at start and end of
    semester.
  • More impressive if have multiple control
    variables and an a priori prediction of extent to
    which each will be effected.

27
Nonequivalent Dependent Variables Design
  • Stats Knowledge (DV1) most affected
  • Logical Thinking next most
  • Verbal Reasoning same as LT
  • Arithmetic Skills next most
  • Vocabulary next most
  • Artistic Expression least affected by treatment

28
Regression Point Displacement Design
  • N(n 1)  O  X  O
  • N         O     O
  • Only one subject in the treatment group
  • Several or many in the control group.
  • X novel economic development plan.
  • Treatment unit your hometown, in which the plan
    was just initiated.

29
Regression Point Displacement Design
  • You consult state economic database.
  • Pick 20 cities comparable to your city, these
    serve as the control group.
  • Pretest value of criterion variable (such as
    unemployment rate) last year.
  • Posttest value of same variable two years
    later.

30
Regression Point Displacement Design
  • Plot Post x Pre for the Control Group.
  • Draw in regression for predicting Post from Pre.
  • Plot experimental unit data point.
  • If it is displaced well away from regression
    line, you have evidence of a treatment effect.

31
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