pdf - Nyenrode Business Universiteit
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pdf - Nyenrode Business Universiteit
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3.4. ANALYSES 81<br />
Table 3.11: Results of SEM Analysis (RPE-based-Targets)<br />
Panel A - robustness check results Coefficient Std. Error Critical Ratio Prob.<br />
RPE use > NOISE -0.132 0.066 -2.187 0.01 ‘a’<br />
Envir. unc. > NOISE -0.026 0.117 -0.430 0.33 ‘a’<br />
Envir. unc. > RPE use 0.221 0.108 3.589 0.00 ‘a’<br />
Goal Ambiguity > NOISE 0.226 0.148 3.139 0.00 ‘a’<br />
Meas. of Outputs > NOISE -0.132 0.130 -1.583 0.06 ‘a’<br />
Emph. on PLM > NOISE -0.105 0.369 -1.598 0.06 ‘a’<br />
Emph. on DM > NOISE -0.162 0.419 -2.480 0.01 ‘a’<br />
BU Size > NOISE .0.034 0.038 0.488 0.63<br />
Firm Size > NOISE 0.037 0.029 0.564 0.57<br />
Dummy prod. > NOISE -0.054 0.182 -0.873 0.38<br />
Dummy fin. serv. > NOISE 0.001 0.196 0.009 0.99<br />
Dummy N.F.P. > NOISE 0.005 0.192 -0.080 0.94<br />
‘a’ : variable based on directional expectation; significance calculated as onetailed<br />
p-value<br />
Panel B - robustness check model fit statistics<br />
Chi 2 = 11.025 goodness-of-fit statistics<br />
Degrees of freedom = 9 GFI = 0.993<br />
Probability level = .274 AGFI = 0.938<br />
CFI = 0.994<br />
Multivariate normality RMR = 0.027<br />
Kurtosis 18.003 (c.r. 7.780) RMSEA = 0.030<br />
Panel C - bootstrap results<br />
Bootstrap samples = 500 Bollen-Stine bootstrap p = 0.305<br />
3.4.2.3 Endogeneity Analysis<br />
A special concern with this chapter’s model is the issue of endogeneity. Endogeneity is an<br />
econometric problem that leads to biased and inconsistent estimators within the equations<br />
used to test theoretical propositions. This bias renders any inferences problematic and<br />
consequently reduces the confidence in the conclusions drawn from the research (Chenhall<br />
& Moers 2007). Although endogeneity is a key limitation in most empirical research in<br />
general (Ittner & Larcker 2001), the current study has specific reasons for analysing endogeneity<br />
because simultaneity bias is particularly likely to occur. Simultaneity arises if one<br />
(or more) of the explanatory variables is jointly determined with the explained variable.<br />
In this case, the causal relationship between an explained and an explanatory variable<br />
runs both ways (Chenhall & Moers 2007). This is the case with noise in the performance