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Power Estimates Kopriva

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Kopriva and Shaw found: Reliability has substantial impact on power. sample sizes are = 100 per group. small or moderate effect size differences are expected ... – PowerPoint PPT presentation

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Title: Power Estimates Kopriva


1
Power Estimates(Kopriva Shaw,
1991)Difference Scores(Peter, Churchill
Brown, 1993)
  • Christina Abbott

2
Articles
  • Caution in the use of difference scores in
    consumer research
  • Power estimates The effect of dependent variable
    reliability on the power of one-factor ANOVAs

3
Difference Scores
  • Subtract one measure from another to create a
    construct.
  • Example
  • Expectations-PerceptionPerceived Usability.

4
Analysis
  • Subjective Data
  • Ordinal Numbers in Equation

5
Difference Scores
  • Benefits
  • Surveys are easy to develop
  • Surveys are easy to administer
  • Allows for alternate uses of the survey data.
  • Capitalize on trends in data to illustrate points.

6
Difference Scores
  • Correlation Problems
  • Correlation
  • Reliability issues
  • Component score decreases
  • Correlation increases
  • Discriminant Validity
  • Spurious Correlations
  • Variance Restriction

7
Difference Scores
  • Alternatives
  • Direct Comparison Operationalizations
  • Reframe research questions
  • Author Recommendatoins
  • Not Used
  • Input to other statistics

8
Power Estimates
  • Study quantified and tabulated the degree to
    which reliability affects the power of ANOVA
  • Sample
  • Significance
  • True Score Effect Size

9
Power Estimates
  • Introduction
  • Results confirm that the impact.
  • Low-level of confidence
  • Lit Review
  • Include details on disagreements

10
Power Estimates
  • Kopriva and Shaw found
  • Reliability has substantial impact on power
  • sample sizes are lt 100 per group
  • small or moderate effect size differences are
    expected
  • Important in behavioral sciences

11
Takeaways
  • Reliability affects power
  • Alternative methods to using difference scores
    are recommended
  • Proceed with caution when using Difference Scores
  • Power Tables for Difference Scores

12
a .05, 2 groups µ1 µ2
13
a .05, 3 groups µ1 - µ2 µ2 - µ3
14
a .05, 3 groups µ1µ2 ltµ3
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