Table A2.

Standardized parameter estimates for the different models of SCB

 CFAESEMBifactor CFABifactor ESEM
 SF λTP λCP λPB λRB λSF λGF λTP λCP λPB λRB λGF λ
TP10.5600.5710.0480.068−0.0250.4850.4280.420−0.004−0.012−0.1450.480
TP20.0010.3260.084−0.261−0.0920.459−0.0900.3050.063−0.210−0.1120.029
TP30.7530.752−0.001−0.0860.2280.5730.5860.535−0.043−0.1280.0550.641
TP40.7650.5910.084−0.0740.3350.5360.6060.5240.081−0.0540.2000.595
TP50.7700.6290.032−0.0240.2800.5140.6110.5220.026−0.0220.1390.605
TP60.7490.5590.1020.0130.2510.4650.6100.4330.077−0.0290.1180.611
TP70.6890.3280.4410.1060.0780.2360.5970.0390.307−0.1200.0080.643
TP80.8080.4380.4210.1290.0940.2880.6970.1770.294−0.0770.0020.719
TP90.8080.3530.4160.1320.1880.2630.7040.0830.279−0.0920.0840.730
ω0.8830.760   0.668 0.546    
CP10.8250.2880.5460.1590.0970.5320.6740.0910.428−0.0370.0490.675
CP20.8610.3110.6150.1840.0300.5300.6990.1280.495−0.014−0.0020.688
CP30.8440.3000.5120.1960.0840.3800.7000.1660.4180.0320.0360.658
ω0.881 0.576  0.476  0.429   
PB10.6790.0950.1250.692−0.1650.4690.501−0.1130.0660.413−0.1970.543
PB20.550−0.1350.1710.5760.0180.4240.379−0.1580.1320.3940.0040.397
PB30.7130.0670.0350.725−0.0810.5000.518−0.109−0.0090.461−0.1320.550
PB40.654−0.0020.0600.729−0.1330.5400.428−0.1880.0120.458−0.1620.488
PB50.7890.0830.0200.6740.1260.4390.634−0.011−0.0100.4580.0320.626
PB60.778−0.0500.0400.6800.1220.4460.622−0.0520.0050.4560.0360.618
PB70.590−0.1060.0950.6270.0200.4760.395−0.0310.0800.483−0.0130.388
PB80.789−0.134−0.0050.7710.2010.5780.5560.092−0.0030.6520.1070.496
PB90.722−0.192−0.0500.8440.0390.6960.4030.113−0.0500.727−0.0490.374
PB100.692−0.248−0.0710.8260.0850.6780.3760.050−0.0680.7140.0050.344
PB110.784−0.1960.0540.6750.3740.4930.6020.0160.0520.5700.2810.530
PB120.786−0.2210.0260.7360.3180.5510.568−0.0170.0220.6130.2280.508
PB130.776−0.2100.0740.8200.1200.6240.513−0.0320.0540.6570.0570.479
PB140.6050.0820.1180.713−0.3190.5510.367−0.1400.0460.420−0.3260.456
PB150.4530.1010.1180.561−0.3420.4490.260−0.1610.0500.291−0.3370.362
PB160.7300.2810.1370.4030.1490.1520.7040.1280.0660.2110.0340.667
PB170.6890.279−0.0810.5540.0050.3100.591−0.016−0.1540.281−0.1170.623
PB180.7000.239−0.0500.5590.0380.3390.5900.032−0.1100.322−0.0790.607
PB190.6790.278−0.0360.4190.1740.1980.6370.064−0.0970.2120.0350.635
PB200.5020.290−0.2220.519−0.1780.3130.388−0.096−0.2820.235−0.2750.449
ω0.947  0.939 0.847   0.841  
RB10.414−0.0330.0430.1430.3840.2770.377−0.0160.0220.0960.2950.338
RB20.4420.258−0.093−0.1130.5120.4010.391−0.031−0.178−0.2470.3200.487
RB30.6770.144−0.0830.5690.061−0.2070.676−0.048−0.1310.341−0.0420.543
RB40.5350.007−0.0350.1910.4880.3120.490−0.161−0.0900.0400.3400.492
RB50.6660.0920.0520.2100.4950.2940.620−0.115−0.0280.0240.3350.621
RB60.4040.0200.063−0.0390.5210.4980.3400.0340.032−0.0490.4100.350
RB70.4650.120−0.021−0.0960.6190.5040.3980.179−0.037−0.0560.4740.386
RB80.6150.1200.0950.0580.5440.3830.5590.0490.044−0.0210.3960.539
RB90.5730.141−0.1260.1580.5000.3090.5250.040−0.1720.0580.3190.506
RB100.7030.2950.063−0.0010.5650.3840.6500.2150.014−0.0550.3940.614
RB110.5930.0570.1430.0090.6120.4600.5310.1050.111−0.0020.4850.487
RB120.4280.153−0.0340.1460.2590.1430.408−0.040−0.0840.0120.1410.417
RB130.419−0.0930.143−0.0340.5900.4590.3550.0070.120−0.0160.4930.332
RB140.7080.332−0.1930.5500.010−0.2820.714−0.036−0.2630.259−0.1320.629
RB150.7370.351−0.1950.5110.084−0.1990.740−0.099−0.2760.192−0.0760.686
ω0.874   0.7680.516    0.565 
Note(s):

SF = Specific factor, GF = Global factor, Bold: target loading, cursive: p < 0.05, Gray: |λ| ≤ 0.3

Source(s): Authors’ own work

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