The versatility of generalizability theory as a tool for exploring and controlling measurement error
Measurement error arises from many sources in educational assessment. It is important to estimate the importance of this error, and, if appropriate, to seek ways to reduce it. Generalizability theory represents a powerful tool in this sense, allowing identifiable error contributions to be separately...
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| Format: | Article |
| Language: | fra |
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ADMEE-Canada
2008-01-01
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| Series: | Mesure et Évaluation en Éducation |
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| Online Access: | https://doi.org/10.7202/1025007ar |
| Summary: | Measurement error arises from many sources in educational assessment. It is important to estimate the importance of this error, and, if appropriate, to seek ways to reduce it. Generalizability theory represents a powerful tool in this sense, allowing identifiable error contributions to be separately quantified, and measurement error to be estimated and even predicted in response to possible changes in the measurement procedure. The paper offers examples of generalizability analysis of numeracy attainment data deriving from the Scottish Survey of Achievement, with the aim of illustrating the versatility of the methodology for error estimation and prediction in this type of sample-based programme. |
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| ISSN: | 0823-3993 2368-2000 |