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3.4. ANALYSES 79<br />

Table 3.10: Results of SEM Analysis (RPE-Use)<br />

Panel A - base model results Coefficient Std. Error Critical Ratio Prob.<br />

RPE use > NOISE -0.132 0.064 -2.300 0.01 ‘a’<br />

Envir. unc. > NOISE -0.007 0.111 -0.117 0.45 ‘a’<br />

Envir. unc. > RPE use 0.165 0.102 2.784 0.00 ‘a’<br />

Goal Ambiguity > NOISE 0.190 0.141 2.824 0.00 ‘a’<br />

Meas. of Outputs > NOISE -0.140 0.123 -1.951 0.03 ‘a’<br />

Emph. on PLM > NOISE -0.101 0.327 -1.587 0.06 ‘a’<br />

Emph. on DM > NOISE -0.110 0.384 -1.729 0.04 ‘a’<br />

BU size > NOISE 0.011 0.034 0.160 0.87<br />

Firm size > NOISE 0.050 0.031 0.722 0.47<br />

Dummy prod. > NOISE -0.021 0.175 -0.344 0.73<br />

Dummy fin. serv. > NOISE 0.032 0.188 0.444 0.66<br />

Dummy N.F.P. > NOISE 0.028 0.182 0.539 0.59<br />

‘a’ : variable based on directional expectation; significance calculated as onetailed<br />

p-value<br />

Panel B - base model fit statistics<br />

Chi 2 = 6.262 goodness-of-fit statistics<br />

Degrees of freedom = 9 GFI = 0.996<br />

Probability level = .713 AGFI = 0.968<br />

CFI = 1.000<br />

Multivariate normality RMR = 0.015<br />

Kurtosis 19.114 (c.r. 8.693) RMSEA = 0.000<br />

Panel C - bootstrap results<br />

Bootstrap samples = 500 Bollen-Stine bootstrap p = 0.752<br />

Additionally, the Bollen-Stine bootstrap p does not reject the model. The Bollen-Stine<br />

bootstrap is a bootstrap modification of model chi 2 , which is used to test model fit, by, for<br />

example, adjusting for the lack of multivariate normality. Similar to the chi 2 , the Bollen-<br />

Stine bootstrap p is not significant at p = 0.752, which indicates a fit between the data<br />

and the model. The bootstrap statistics are presented in table 3.10 - panel C.<br />

In sum, the base model supports all of the expected relations, except for the effect of<br />

environmental uncertainty on noise in the performance evaluation. Although the data<br />

show potential issues due to multivariate non-normality, additional analyses show that<br />

these potential issues do not substantively influence the results. The base model uses the<br />

primary operationalization of RPE use, which asks to what extent the respondents perceive<br />

that the performance of their peers is a point of reference for his superior when evaluating

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