Print an efa_sl_loadings object
Arguments
- x
class efa_sl_loadings matrix.
- cutoff
numeric. The value at or above which loadings are emphasized (default is .2).
- digits
numeric. Passed to
round. Number of digits to round the loadings to (default is 3).- color
logical. Whether to apply console styling using cli. Default is
TRUE.- ...
additional arguments passed to print or format.
Details
Prints a Schmid-Leiman loading matrix (general factor, group factors, and the
communality/uniqueness columns) as a styled, decimal-aligned table. Loadings with
absolute value greater than or equal to cutoff are emphasised, smaller loadings are
de-emphasised, and Heywood-relevant cells (a loading or communality above 1, or a
negative uniqueness) are highlighted. If the matrix has many columns or the console is
narrow, the table is split into stacked column blocks so the output stays readable.
Examples
EFA_mod <- efa_fit(test_models$baseline$cormat, N = 500, n_factors = 3,
estimator = "PAF", rotation = "promax")
efa_schmid_leiman(EFA_mod, estimator = "PAF")
#>
#> EFA for second-order loadings performed with estimator = 'PAF'
#>
#> ── Schmid-Leiman Solution ──────────────────────────────────────────────────────
#>
#> g F1 F2 F3 h2 u2
#> V1 .489 -.029 .022 .356 .367 .633
#> V2 .444 -.001 .042 .280 .277 .723
#> V3 .459 .036 .035 .263 .283 .717
#> V4 .522 .061 -.005 .320 .378 .622
#> V5 .468 .095 -.011 .254 .293 .707
#> V6 .478 -.044 -.031 .409 .399 .601
#> V7 .491 .001 .336 .054 .357 .643
#> V8 .463 -.010 .366 .018 .349 .651
#> V9 .457 .023 .347 .000 .330 .670
#> V10 .449 -.013 .425 -.041 .383 .617
#> V11 .477 .009 .224 .135 .297 .703
#> V12 .513 .012 .410 -.006 .432 .568
#> V13 .502 .372 .054 -.039 .395 .605
#> V14 .455 .332 -.043 .051 .322 .678
#> V15 .489 .340 .081 -.041 .363 .637
#> V16 .476 .336 -.032 .053 .343 .657
#> V17 .477 .402 -.023 -.016 .390 .610
#> V18 .485 .336 .003 .029 .350 .650
#>
#> ── Variances Accounted for ─────────────────────────────────────────────────────
#>
#> g F1 F2 F3
#> SS loadings 4.111 .770 .783 .642
#> Prop Tot Var .228 .043 .044 .036
#> Cum Prop Tot Var .228 .271 .315 .350
#> Prop Comm Var .652 .122 .124 .102
#> Cum Prop Comm Var .652 .774 .898 1.000