The correlation-scale loading of the accompanying paper,
rho = (S lambda)_k / sqrt(s^2 + 1), summarized per participant and
factor, with the posterior-mean person spread s_i alongside.
Value
A data frame with one row per participant: participant, then
f{k}_loading, f{k}_lower, f{k}_upper per factor, then spread
(posterior-mean s_i).
Examples
compute_loadings(demo_fit())
#> participant f1_loading f1_lower f1_upper f2_loading f2_lower
#> 1 P1 0.69758061 0.3510298 0.8852994 -0.35029454 -0.6733120
#> 2 P2 -0.11857555 -0.4985179 0.2018393 0.67754437 0.1103558
#> 3 P3 0.71649641 0.4107087 0.9122487 0.15110204 -0.3070454
#> 4 P4 -0.06232255 -0.4502353 0.3744591 0.64745185 0.1622277
#> 5 P5 0.74401521 0.3315242 0.9250481 0.02104403 -0.3902214
#> 6 P6 0.32643262 -0.1344789 0.6793355 0.40741163 -0.1900813
#> 7 P7 0.66747888 0.3087604 0.8881110 -0.21967080 -0.5550783
#> 8 P8 -0.10723455 -0.5472559 0.3336800 0.41395008 -0.1431438
#> f2_upper spread
#> 1 0.06053878 1.5259877
#> 2 0.93709993 1.2808817
#> 3 0.51003980 1.3814252
#> 4 0.89838180 1.1044914
#> 5 0.42913354 1.4169065
#> 6 0.78570220 0.8629496
#> 7 0.15162069 1.1991796
#> 8 0.84841646 0.6776481
