Empirical comparison of item parameters based on the logistic and normal functions
- 1 June 1961
- journal article
- Published by Cambridge University Press (CUP) in Psychometrika
- Vol. 26 (2) , 239-246
- https://doi.org/10.1007/bf02289717
Abstract
Maximum likelihood estimates of item parameters of a scholastic aptitude test were computed using the normal and logistic models. The goodness of fit of ogives specified by the pairs of item parameters to the observed data was determined for all items. While negligible differences in the limen values were found, differences in item discrimination indices indicated that interpretation of these indices requires separate frames of reference. The empirical results showed the logistic model to be a useful alternative to the normal model in item analysis.Keywords
This publication has 10 references indexed in Scilit:
- Maximum Likelihood Estimates of Item Parameters using the Logistic FunctionPsychometrika, 1959
- Fitting the Logistic by Maximum LikelihoodPublished by JSTOR ,1958
- Tables for the Maximum Likelihood Estimate of the Logistic FunctionBiometrics, 1957
- Estimation of the Correlation Coefficient in the Case of a Bivariate Normal Population when One of the Variables is DichotomizedPsychometrika, 1953
- Why I Prefer Logits to ProbitsPublished by JSTOR ,1951
- A TABLE FOR THE CALCULATION OF WORKING PROBITS AND WEIGHTS IN PROBIT ANALYSISBiometrika, 1948
- Maximum Validity of a Test with Equivalent ItemsPsychometrika, 1946
- The Application of Probit Analysis to the Results of Mental TestsPsychometrika, 1944
- THE APPLICATION OF MAXIMUM LIKELIHOOD TO DOSAGE-MORTALITY CURVESBiometrika, 1941