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These three methods present errors of less than 5%, involve low to medium cost, and the maintenance operations are simple.
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We present error analysis of the proposed scheme for the case of nonsymmetric discretization of the dispersive term.
It is noted, however, that the present error estimation of the pointing correction is based on assumed ideal conditions.
HS and TO estimation methods present mean errors of 1.35 and 0.55% respect to gait cycle.
Nevertheless, the curves obtained based on multimeters present small errors of accuracy due to peaks shown in both curves.
Figure 10 presents EOOB errors of the proposed technique, HUGO and S-UNIWARD.
Figure 4 a, b presents the errors of the first and second derivatives generated by our algorithm.
Error bars present the standard errors of the means from three independent experiments.
Figure 6 presents error in terms of cumulative distribution function (CDF).
Margins of error are presented as standard errors of the means (SEM).
Figure 4 presents the RMS errors of ML and ML,, 12, and 15, for.
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