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The errors of the first two natural frequencies of the rotor blade are 1.58% and 0.014%, respectively.
Second, we built a robust temporal logic specification that takes into account the tracking errors of the first step.
Figure 4 a, b presents the errors of the first and second derivatives generated by our algorithm.
Consequently, within this half part, the errors of the first two symbols and the second two are compared.
We first compare the aggregate errors of the first half and second half parts of the symbols (line 2 in Algorithm 4).
Figure 6 a, b shows the maximum, average, and 0.9-quantile errors of the first and second derivatives generated by our algorithm while t ′ increases.
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Standard errors of the third-step estimates are computed by nonparametric bootstrap.
These results are illustrated via figures which suggest that the standard '3 + 3' design in particular is sensitive to errors of the second kind.
This is not possible for errors of the second kind.
However, not in all cases a comparison was reported between the OOB errors of the second and the first model [ 73].
The standard errors of the second stage parameters are appropriately corrected to account for the uncertainty in the predicted values of the exposure from the first stage.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com