Sentence examples for error and coverage from inspiring English sources

With respect to that mean-shift algorithm tracks the target based on color histogram of target region; therefore, target deformation will create essential variation in the histogram and mean-shift will have serious error and coverage of algorithm to find target position takes a long time and algorithm will stop before finding the target.

The case of large differences in read length, sequencing error, and coverage among taxa is discussion in the Methods: Tip correction.

We derived a mathematical correction for this effect (Eq. 10) that does not depend on the true distance between species, but does depend on the read length and sequencing error and coverage.

Different variants of the proposed method were tested in a simulation study, where performance was measured by comparing estimated associations with their predefined values according to the Mean Squared Error and coverage of the 90% confidence intervals.

When the read length, sequencing error, and coverage are similar for all taxa, then this correction is similar for all species, so that the correction only affects the tips rather than internal nodes of the tree.

Besides showing the analysis for a single sample, the averaged results from GAM, GAMM and GAMAR were given, and the statistics calculated were mean estimates, bias, relative error and coverage, short for "coverage rate of confidence interval (CI) on true value".

The designs were assessed by computing bias, relative bias, mean square error and coverages of confidence intervals.

Performance of the methods was assessed using standardized bias, empirical standard error, root mean squared error (RMSE), and coverage probability.

The performance of the methods is compared in terms of standardized bias, empirical standard error, root mean squared error (RMSE), and coverage probability.

We also found a negative correlation between the site-specific sequencing error rate and coverage, with certain sequence motifs "CCNGCC" being particularly prone to high rates of error and low coverage.

Sensitivity of viral variant detection is a function of error rate and coverage.