class statsmodels.multivariate.factor.FactorResults(factor) [source]
Factor results class
For result summary, scree/loading plots and factor rotations
| Parameters: | factor (Factor) – Fitted Factor class |
|---|
uniqueness ndarray – The uniqueness (variance of uncorrelated errors unique to each variable)
communality ndarray – 1 - uniqueness
loadings ndarray – Each column is the loading vector for one factor
loadings_no_rot ndarray – Unrotated loadings, not available under maximum likelihood analyis.
eigenvalues ndarray – The eigenvalues for a factor analysis obtained using principal components; not available under ML estimation.
n_comp int – Number of components (factors)
nbs int – Number of observations
fa_method string – The method used to obtain the decomposition, either ‘pa’ for ‘principal axes’ or ‘ml’ for maximum likelihood.
df int – Degrees of freedom of the factor model.
Under ML estimation, the default rotation (used for loadings) is condition IC3 of Bai and Li (2012). Under this rotation, the factor scores are iid and standardized. If G is the canonical loadings and U is the vector of uniquenesses, then the covariance matrix implied by the factor analysis is GG’ + diag(U).
factor_score_params([method]) | compute factor scoring coefficient matrix |
factor_scoring([endog, method, transform]) | factor scoring: compute factors for endog |
fitted_cov() | Returns the fitted covariance matrix. |
get_loadings_frame([style, sort_, …]) | get loadings matrix as DataFrame or pandas Styler |
load_stderr() | The standard errors of the loadings. |
plot_loadings([loading_pairs, plot_prerotated]) | Plot factor loadings in 2-d plots |
plot_scree([ncomp]) | Plot of the ordered eigenvalues and variance explained for the loadings |
rotate(method) | Apply rotation, inplace modification of this Results instance |
summary() | |
uniq_stderr([kurt]) | The standard errors of the uniquenesses. |
© 2009–2012 Statsmodels Developers
© 2006–2008 Scipy Developers
© 2006 Jonathan E. Taylor
Licensed under the 3-clause BSD License.
http://www.statsmodels.org/stable/generated/statsmodels.multivariate.factor.FactorResults.html