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The metric is designed to penalise reconstructed distributions which show artefact peaks.

The metric is designed to measure how well an analyst's recommendations in a particular industry perform in comparison to a benchmark for that industry.

Moreover, to cope with the partial matching problem, a partial PMHD metric is designed by incorporating outlier detection scheme.

This metric is designed for applications requiring a fairly coarse time resolution, placing more importance into finding the correct events within the block than finding their exact location.

The φ metric is designed to measure the consistency of an arbitrary ranking of hyperplanes in a partition with respect to a target string.

As it is described in [33], this metric is designed to evaluate the performance of a synthetic talker compared to a natural talker when the acoustic channel is degraded by noise.

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The metric was designed for quality assessment of HDR video content, but can also be used for HDR still images.

Next, closed form expression for transmission power is derived and corresponding channel selection scheme and routing metric are designed based on this solution.

Specifically, the Ka / Ks metric was designed to measure selection pressure on amino acid substitutions, assuming that the synonymous substitution rate Ks reflects the neutral nucleotide substitution rate.

The confidence metric was designed to assist the end user in a decision process and to facilitate the comparison of different models with the assumption that in each case there is a comparable correlation between confidence and accuracy.

The second one, which hereafter we will refer to as the ZigBee routing metric, was designed to reflect the number of expected transmission attempts required to get a packet through on that link, which is actually emphasized, since the exponent in the formula is 4. In this case, cost values are integer numbers in the interval between 1 and 7, in which an ideal link has a link cost value equal to 1.

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