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Estimation of decision consistency indices for complex assessments: model based approaches
Matthew Stearns1, Richard M Smith
1Psychometric Services, Data Recognition Corporation, 13490 Bass Lake Road, Maple Grove, MN 55311, USA. mstearns@datarecognitioncorp.com
A new conditional standard error method improves the accuracy of classification decisions in educational assessments. This method enhances reliability for students, especially those near proficiency cut scores, offering better consistency estimates than traditional approaches.
Area of Science:
- Educational Measurement
- Psychometrics
- Statistics
Background:
- The No Child Left Behind Act mandates proficiency level assessments, increasing the need for reliable classification consistency in educational testing.
- Existing methods for calculating classification consistency often rely on distributional assumptions or lack conditionality on specific student scores and cut scores.
- Recent methods, while distribution-free, fail to account for score location, leading to less precise consistency estimates, particularly for students near proficiency thresholds.
Purpose of the Study:
- To introduce and validate a novel conditional decision consistency statistic based on the Rasch measurement model.
- To provide a more accurate estimation of classification consistency that is conditional on individual student measures and cut score locations.
- To offer a flexible method adaptable for multiple classification categories and applicable to each examinee.
Main Methods:
- The proposed method utilizes the asymptotic standard error of measurement derived from the Rasch model.
- It calculates a conditional decision consistency statistic for each individual student's ability estimate (raw score).
- The method was evaluated using retest simulations on data fitting the Rasch model, comparing its performance against true score and bootstrap methods.
Main Results:
- The standard error method provides a conditional statistic, offering a likelihood of consistent classification upon retesting for each student.
- This approach yields more accurate estimates of classification consistency compared to true score and bootstrap methods, especially for students near cut scores.
- The method demonstrated superior performance in retest simulations, indicating enhanced reliability in classification decisions.
Conclusions:
- The conditional standard error method offers a significant improvement in estimating classification consistency for educational assessments.
- This approach provides a more nuanced and accurate understanding of testing reliability, particularly for students at critical proficiency levels.
- The proposed method is a valuable tool for improving the interpretation and application of assessment results in educational policy and practice.
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