| rfa | R Documentation | 
Calculation of the rasch residual factor analysis proposed by Wright (1996) and further discussed by Linacre (1998) to detect multidimensionality.
rfa(
  pers_obj,
  na_treat = 0,
  tr = FALSE,
  use = "complete.obs",
  res = "stdr",
  method = "pearson",
  cor = TRUE
)
| pers_obj | an object of class  | 
| na_treat | value to be assigned to residual cells which have missing data in the original response matrix. default is set to  | 
| tr | a logical value indicating whether the data (the residual matrix) is transposed prior to calculation. This would perform a person analysis rather than a item analysis. The default is set to item analysis. | 
| use | a character string as used in function  | 
| res | a character string defining which type of (rasch–) residual to analyze when computing covariances or correlations. This must be (exactly) one of the strings "sr" for score residuals , "stdr" for standardised residuals, "srsq" for score residuals squared, or "stdrsq" for standardised residuals squared. The default is set to  | 
| method | a character string as used in function  | 
| cor | a logical value indicating whether the calculation should use the correlation matrix or the covariance matrix.The default is set to  | 
no details in the moment.
An object of class c("rfa","list").
Wright, B. D. (1996). Comparing Rasch measurement and factor analysis. Structural Equation Modeling: A Multidisciplinary Journal, 3(1), 3–24.
Linacre, J. M. (1998). Detecting multidimensionality: which residual data-type works best? Journal of outcome measurement, 2, 266–283.
######################
########
data(bfiN) # loading reponse data
pers_obj <- pers(pair(bfiN))
result <- rfa(pers_obj)
summary(result)
plot(result)
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