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But by any clear analysis the bias is towards his own personal, political, partisan agenda . . .
In finite element analysis, the bias of deformation and stress distribution by the anisotropy were reproduced.
According to Bland and Altman analysis, the bias between IAP measurements was 2.0 with a precision of 1.5 and a percentage error of 35.1% (upper limit and lower limits of agreement of 4.9 and minus 0.9, 95% CI 1.4 to 3.0).
Using Bland-Altman analysis, the bias for the echocardiographic estimates of sPAP was -4.1 mmHg with 95% limits of agreement ranging from +23 mmHg to −29 mmHg (Figure 2A).
Compared to the main analysis, the bias in the educational gradient is somewhat reduced, and the statistical significance decreases somewhat.
From the Bland-Altman analysis, the bias ± SD between EtCO2 and vpCO2 in our study was -3.68 ± 4.70 mmHg.
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But when K is small, as is often the case in meta-analysis, the bias can be noticeable even if ι is large.
The first part of the analysis examines the bias found in the radar.
In Section 3, we carry out an approximate analysis of the bias and the MSE attained by the ML estimator of the ToA under imperfect PLE.
However, Bland-Altman analysis showed the bias to be clinically insignificant (Table 3). Figure 4 Cardiac motion artefacts on SPECT/CT.
The analysis of the bias measure suggests that participants map the painful outcome of observed actions onto their own sensory tactile system.
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