The paper proves that the maximum likelihood estimates of item and person parameters of the Rasch model preserve the order of item and person total scores. The result is valid for conditional and unconditional maximum likelihood estimation.
An order-preserving property of the maximum likelihood estimates for the Rasch model
BERTOLI BARSOTTI, Lucio
2003-01-01
Abstract
The paper proves that the maximum likelihood estimates of item and person parameters of the Rasch model preserve the order of item and person total scores. The result is valid for conditional and unconditional maximum likelihood estimation.File allegato/i alla scheda:
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