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The presented error bars correspond to standard errors of 4, 8, 10, 11, 12 and 21 (Table 4).
(Katrien) I do consider the presented error types in the module to be the most important ones and see no need to put in more.
Bensaada and Esselaoui in [15] presented error analysis of a modified Euler-SUPG approximation for the time-dependent viscoelastic flow problem.
Numerical examples confirm efficiency of the presented error estimation and stepsize control algorithm on a number of test problems with known exact solutions, including nonstiff, stiff, very stiff and large-scale differential equations.
Contrary to binary case, the minimal distance of non-UMP schemes with REC and RC are far to be UMP, and scheme with RC pulse has even lower δ min 2 = 1, which is in correspondence with the later presented error simulations.
The presented error bars show the standard error of the mean (SEM).
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The neural network presented a maximum error value lower than 30%, while existing formulas presented errors greater than 40%.
In addition, the prediction equations only presented errors below 7% for the evaluated variables, with R2 values above 0.85.
The results on allele size were always repeatable while the sequences presented errors due to slippage.
In this paper, we present error concealment approaches for two different four-description MDC architectures.
Finally, we present error vector magnitude (EVM) and bit error ratio (BER) measurement-based results for different data rates.
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