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Extending Multivariate G-theory Designs to Incorporate Congeneric Relationships and Assess Subscale Added-Value

Sat, April 13, 11:25am to 12:25pm, Convention Center, Floor: First, 120C

Abstract

We demonstrate how structural equation models can extend multivariate G-theory designs to allow for congeneric relationships among scores. Results revealed that generalizability coefficients and subscale added-value indices for persons × items × occasions congeneric designs consistently exceeded those for traditional multivariate generalizability theory designs at both composite and subscale levels.

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