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Chapter 12: Quasi-Experimental Designs

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Title: Chapter 12: Quasi-Experimental Designs


1
Chapter 12 Quasi-Experimental Designs
  • When researchers can not manipulate the
    independent variable, rather it is a grouping
    variable (gender, age, disability) and
    equivalence between the groups can not ensured
  • Researchers can not randomly assign participants
    to groups thus lack control over extraneous
    variables
  • Quasi-independent variable is not a true
    independent variable but usually occurs naturally
    or can not be manipulated.
  • Researchers still look for effect of the
    quasi-independent variable.

2
  • Quasi-experimental designs usually have lower
    internal validity than true experiments.
  • Types of Quasi-Experimental Designs
  • Pretest-Postest designs
  • Test participants before an after the
    quasi-independent variable
  • One group measure participants before and after
    the quasi-independent variable. Only have one
    group of participants (those that experienced the
    quasi-independent variable)
  • Test reading before children at school X start
    reading program and then test their reading after
    they finish the reading program.
  • O1 X O2

3
  • Threats to internal validity
  • Maturation students may have matured over the
    reading program. They may be better at reading
    just because of time and not due to the program.
  • History Effects something other than the
    independent variable may have occurred between
    the pretest and posttest.
  • Pretest sensitization taking the pretest may
    change the participants reaction to the posttest.
  • Regression to the mean Tendency for extreme
    scores on pretest to regress (move towards) the
    mean on a subsequent test (posttest).

4
  • If participants are selected because they have
    extreme scores on the pretest (e.g. select a
    school with very poor reading ability) there may
    be other factors due to measurement error that
    resulted in such low scores at the pretest
    (tired, bad day etc.) that may have slightly
    deflated their scores.
  • Measurement error causes extreme scores to be
    biased in the extreme direction (away form the
    mean).
  • So when you test them a second time it is
    unlikely that you will have those same factors
    that may have deflated their scores and their
    scores will increase a bit and make it look like
    the program is have an effect.

5
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6
  • Nonequivalent Control Group Design
  • We cannot randomly assign participants to control
    and study group, so we select a control group
    that is similar to the group that gets the
    quasi-independent variable.
  • Posttest-only measure both groups after one
    group has received the treatment.
  • Measure reading in School A and School B after
    School A has participated in the reading program.
  • Quasi-experimental group X O
  • Nonequivalent control group -- O
  • Selection bias we do not know whether the two
    groups were similar before the intervention

7
  • Pretest-Posttest design Test both groups before
    one group gets the intervention, then test both
    groups again after one group gets the
    intervention (quasi-independent variable)
  • Quasi-experimental group O1 X O2
  • Nonequivalent control group O1 -- O2
  • Allows researchers to see if the two groups
    scored similarly on the dependent variable before
    the introduction of the treatment.
  • To determine if the quasi-independent variable
    had an effect you want scores to change between
    pretest and posttest ONLY for the
    Quasi-experimental group and NOT for the
    Nonequivalent control group.

8
  • Time Series Designs
  • Measure the dependent variable many times before
    and after the quasi-independent variable is
    introduced.
  • Simple interrupted time series design
  • Researchers make a series of observations of the
    dependent variable before and after the treatment
    is introduced.
  • O1 O2 O3 O4 X O5 O6 O7 O8
  • Evidence for a treatment effect occurs when there
    are abrupt changes in the time-series data at the
    time the treatment was implemented.

9
Percentage of cavities after the introduction of
fluoride into toothpaste in 1970
10
Percentage of cavities after the introduction of
fluoride into toothpaste in 1970
11
Percentage of cavities after the introduction of
fluoride into toothpaste in 1970
12
  • This design helps to distinguish changes due to
    maturation from the quasi-independent variable
  • Contemporary History Observed effect could still
    be due to another event that occurred at the same
    time as the quasi-independent variable
  • Perhaps the electric toothbrush was introduced in
    1970, or there was a major TV add campaign that
    promoted brushing teeth.

13
  • Interrupted time series with a reversal
  • Researchers measures the dependent variable
    before and after the treatment is introduced and
    then again after the treatment is removed
  • O1 O2 O3 O4 X O5 O6 O7 O8 -X O9 O10
    O11
  • We can see what happens to the dependent variable
    after the quasi independent variable is
    introduced and then again after it is removed.
  • If the quasi-independent variable was really
    having an effect we would expect performance to
    change back to normal after it is removed

14
Percentage of cavities after the introduction of
fluoride into toothpaste in 1970
15
  • Limitations
  • Researchers may not have the ability to remove
    the quasi-independent variable
  • remove fluoride from toothpaste, remove a
    seatbelt law
  • Some effects of the quasi-independent variable
    may remain even after it is removed
  • If you did a time series study before and after
    introduction of reading program, and then removed
    program, reading may not decrease, the children
    may not regress because they did learn to read.
  • Removal of the quasi-independent variable may
    produce effects that are not due to the
    quasi-independent variable

16
  • Control Group Interrupted time series
  • Measure more than one group on several occasions,
    but only one group receives the quasi-independent
    variable.
  • O1 O2 O3 O4 X O5 O6 O7 O8
  • O1 O2 O3 O4 -- O5 O6 O7 O8
  • Helps to rule out history effects, and we can be
    more certain the a change was due to X rather
    than an outside influence.
  • Could still have a local history effect.

17
  • Longitudinal Designs
  • Time serves as the quasi-independent variable
  • Commonly used in developmental research
  • Allows researchers to eliminate generational
    effects (when effects differ depending on the era
    in which people grew up). In longitudinal
    research you are studying people of the same
    generation over time.
  • O1 O2 O3 O4 O5 O6 O7 O8
  • Allows researchers to examine how individuals
    change with age (not just group differences).

18
  • Limitations
  • Difficult to obtain samples who are willing to be
    repeatedly tested over time.
  • Difficult to keep track of participants over time
    (attrition may occur).
  • Takes a lot of time and money.

19
  • Program Evaluation
  • Used to assess effectiveness of interventions (or
    programs) and provide feedback to the
    administrators
  • Assess needs, process, outcome, and efficiency of
    social services.
  • Considered applied research.

20
  • Evaluating Quasi-Experimental Designs
  • The presumed cause usually precedes the presumed
    effect.
  • These designs do allow researchers to determine
    if the two variables covary together.
  • BUT they can not eliminate effects of extraneous
    variables and ensure randomization.

21
Chapter 13 Single-Case Research
  • Examine individual participants rather than a
    group of participants.
  • Idiographic approach describe, analyze, and
    compare individual behavior
  • Nomothetic approach Describe, analyze, and
    compare behavior across individuals and make
    broad generalizations to a group.
  • Many research areas started in single
    case-research (Ebbinhgauss memory research on
    himself, Skinner and Pavlov research)

22
  • Three main criticisms of group designs
  • Error variance error variance in group data does
    not always reflect variability in behavior
    (rather is due to the design).
  • Group designs examine inter-participant variance
    which is across or between participants
    (individual differences)
  • Rather single-case researchers emphasize
    intra-participant variance which is variability
    in an individuals behavior.
  • Generalizability single case researchers suggest
    that group designs have limited generalizability.

23
  • Group designs usually reflect an average of the
    participants behavior which may not represent the
    response of any particular participant.
  • Average number of children adults have 2.1
  • Average anxiety score is 10 (but most people may
    be at either high or low end 3-4 and 17-18).
  • Reliability group designs may test an effect
    once, but do not always replicate it to see if
    the effect holds up and is reliable.
  • Single-case researchers often test an effect in
    the same participant a few times
    (intraparticipant replication) or determine
    whether the same effect is found in a few other
    participants (interparticipant replication)

24
  • Single-Case Experimental Designs
  • ABA design observe participants in absence of
    independent variable, baseline (A), then
    introduce independent variable, experimental
    period (B), then remove independent variable and
    observe behavior (A).
  • Sometimes called a reversal design
  • Difficult to determine if some other event
    occurring at the same time as the independent
    variable resulted in the effect
  • The independent variable may produce permanent
    changes in a participants behavior, so it may not
    go back to baseline.

25
  • Multiple-I Designs
  • Present varying nonzero levels of the independent
    variable
  • ABC design baseline (A), introduce IV (B), then
    remove this IV and introduce another level of the
    IV (C).
  • ABACA have baseline condition between each level
    of the independent variable
  • Multiple Baseline Designs two or more behaviors
    are examined simultaneously.
  • After the baseline data, the researcher examines
    the effect of the independent variable on both
    behaviors. Usually test to see if independent
    variable affects the hypothesized behavior.

26
  • Data Analysis
  • Graphic analysis display all of a participants
    data points (before and after independent
    variable) on a graph. Visually examine the graph
    to determine whether it looks like the
    independent variable produces an effect.
  • Uses of single-case designs
  • Conditioning research (reinforcement and
    punishment effect)
  • Behavior modification techniques (phobias)
  • Demonstrational purposes.

27
  • Critiques of single-case research
  • Not necessarily generalizable because the
    participant is not usually chosen at random
  • Difficult to study interactions among variables
  • Ethical issues in ABA designs when the researcher
    may remove a very helpful treatment

28
  • Case Study Research
  • An intensive description and analysis of a single
    individual, or sometimes a group
  • Usually gather a narrative description of
    information about the individual(s).
  • Common when describing rare phenomena (rare brain
    injuries or disorders, prodigies, assassins)
  • Psychobiography use psychological theories to
    understand lived of famous people (study Nixon)
  • Used to make anecdotes and to illustrate general
    principles.

29
  • Limitations of Case Studies
  • Very difficult to control extraneous variables.
    Usually unable to asses and rule out alternative
    explanations.
  • Observer Biases
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