Assessing Goodness of Fit of Item Response Theory Models: A Comparison of Traditional and Alternative Procedures
By Clement A. Stone, Bo Zhang. 2003
140 citations recorded by the source corpus.
Subfields: Computer Networks and Communications, Management Science and Operations Research, Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/2d8905ab7b986a2bd1c14d21bed37bf395433439
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Computer Networks and Communications
- F. J. Abad
- M. Donati
- Troy T. Chen
- Francesca Chiesi
- Caterina Primi
- Michael D. Toland
- Kinga Morsanyi
- Taehoon Kang
In Management Science and Operations Research
- F. J. Abad
- M. Donati
- Troy T. Chen
- Francesca Chiesi
- Caterina Primi
- Michael D. Toland
- Kinga Morsanyi
- Taehoon Kang
In Statistics and Probability
- Francesca Chiesi
- F. J. Abad
- Richard J. Haier
- M. Donati
- Troy T. Chen
- Caterina Primi
- Michael D. Toland
- Kinga Morsanyi
Citations in the corpus
- Adaptive n-back training does not improve fluid intelligence at the construct level: Gains on individual tests suggest that training may enhance visuospatial processing (2013, methodology): “Significance levels are obtained by aMonte Carlo re-sampling procedure (Stone & Zhang, 2003).”
- Practical Guide to Conducting an Item Response Theory Analysis (2014, background): “Given that several statistical tests were being conducted, larger samples lead to a greater likelihood statistically significant results, and the length of the scale is short, item fit statistics were evaluated at the 1% significance level (Stone & Zhang, 2003).”
- An Investigation of the Performance of the Generalized S-X2 Item-Fit Index for Polytomous IRT Models (2007, methodology): “2005; Stone, 2000; Stone & Zhang, 2003; Suarez-Falcon & Glas, 2003; Wells, 2004; Yen,”
- Are there gender differences in cognitive reflection? Invariance and differences related to mathematics (2018, methodology): “As large samples lead to a greater likelihood of significant chi-square differences, the critical value 6Reliability was 0.82 for males, and 0.76 for females. of p = 0.01, rather than p = 0.05, was used (Stone & Zhang, 2003).”