Parallel Analysis with Unidimensional Binary Data
By Li-Jen Weng, Chung-Ping Cheng. 2005
81 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/3d59bfe4266d4615b2cd673784b56c93f5c36b41
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
- Angel Jannasch-Pennell
- L. E. Garrido
- F. J. Abad
- Sharon Osborn-Popp
- Vicente Ponsoda
- Samuel A. DiGangi
- Rubén Daniel Ledesma
- Chong Ho Alex Yu
In Management Science and Operations Research
- Angel Jannasch-Pennell
- L. E. Garrido
- F. J. Abad
- Sharon Osborn-Popp
- Vicente Ponsoda
- Samuel A. DiGangi
- Rubén Daniel Ledesma
- Chong Ho Alex Yu
In Statistics and Probability
- Angel Jannasch-Pennell
- L. E. Garrido
- F. J. Abad
- Sharon Osborn-Popp
- Vicente Ponsoda
- Samuel A. DiGangi
- Rubén Daniel Ledesma
- Chong Ho Alex Yu
Citations in the corpus
- Assessing unidimensionality: A comparison of Rasch modeling, Parallel analysis, and TETRAD (2007, methodology): “It has also been suggested that exploratory factor analysis (EFA) with parallel analysis (PA) may be used prior to the application of IRT models in order to give early indications of any dimensionality issues (Budescu, Cohen, & Ben-Simon, 1997; Weng & Cheng, 2005).”
- Determining the Number of Factors to Retain in EFA: An easy-to-use computer program for carrying out Parallel Analysis (2007, background): “There is evidence that PA performs well with respect to the latter case (Weng & Cheng, 2005).”
- Performance of Velicer’s Minimum Average Partial Factor Retention Method With Categorical Variables (2011, background): “There is some evidence from studies with parallel analysis that suggest this possibility (Tran & Formann, 2009; Weng & Cheng, 2005).”