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Table 7 displays the maximum errors of Algorithm 2 for (tau=0.0004) at different time.
Maximum errors of up to 22% were observed for sampling schedules with the lowest number of samples of three.
However, it should be mentioned that the maximum errors of DRMKNN and DRMPL increases, respectively, by 35%and36%6%.
The error functions for the three methods are shown in Figure 7 with maximum errors of 5, 4.5, 14, respectively.
The maximum errors of the active and reactive PP are 0.92 p.u. (92 MW), 0.21 p.u. (21 Mvar), respectively.
A visual analysis revealed that for sowing in mid December to mid January, the model systematically predicted a too short duration, with maximum errors of 15 days.
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The vibrations are so regular that the maximum error of an observatory quartz-crystal clock is only a few ten-thousandths of a second per day, equivalent to an error of one second every 10 years.
The measurements indicate a maximum error of 1%.
Thus, the maximum error of IF is 2ε θ fs.
The maximum error of uniform elongation was 0.21%.
The parameters of the loads were estimated with a maximum error of 5%.
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