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A Continuous a-Stratification Index for Item Exposure Control in Computerized Adaptive Testing.

Alan Huebner1, Chun Wang2, Bridget Daly3

  • 1University of Notre Dame, IN, USA.

Applied Psychological Measurement
|September 22, 2018
PubMed
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New continuous stratification methods reduce item overexposure in computerized adaptive testing. This approach integrates exposure control into item selection, improving test validity and reducing bias compared to fixed strata.

Keywords:
computerized adaptive testingitem exposure controlitem response theory

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Area of Science:

  • Psychometrics
  • Educational Measurement
  • Computerized Adaptive Testing (CAT)

Background:

  • Item overexposure in CAT can compromise test score validity.
  • Existing stratification methods use fixed, non-overlapping groups based on item discrimination parameters.
  • High item exposure rates necessitate improved control mechanisms in adaptive testing.

Purpose of the Study:

  • To introduce a novel continuous stratification index for computerized adaptive testing.
  • To integrate item exposure control directly into the item selection index.
  • To eliminate the need for predefined, discrete strata in item banking.

Main Methods:

  • Development of a continuous stratification index incorporating exposure control.
  • Simulation studies to compare the new index with existing stratification methods.
  • Evaluation of psychometric properties including ability estimation bias and mean squared error.

Main Results:

  • The continuous stratification index effectively controls item exposure rates.
  • Simulation results indicate reduced ability estimation bias compared to traditional methods.
  • The new method demonstrates comparable or improved performance in controlling item exposure.

Conclusions:

  • Continuous stratification offers a more flexible and effective approach to managing item exposure in CAT.
  • This method enhances the validity of test scores by mitigating overexposure issues.
  • The proposed index provides a viable alternative to discrete stratification for item selection.