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The definition of suitable similarity and homogeneity measures is a fundamental task in many important applications, ranging from geology and remote sensing to biology and medicine in the determination of the homogeneity of an organ.
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In particular, we argue that such quantitative measures are a fundamental prerequisite for the establishment of computational models of tissue organization.
Reliability measure is a fundamental problem in reliability engineering due to the electromechanical products should be with high performance speed and position control with the flexibility to adapt to the rapidly changing needs.
Measuring signal transduction is a fundamental problem in studying information processing in the nervous system.
Measuring species diversity is a fundamental task in ecology and conservation.
How to measure feature (subset) redundancy is a fundamental problem, which should be reconsidered in the field of feature selection.
As the saying goes, what is not counted doesn't count and what is not measured cannot be managed and thus measuring progress towards global targets is a fundamental component of meeting the ambitious goals we have set.
Mean square residue is a fundamental measure to find similar expression values, however, this measure is not adequate for finding the scaling patterns of biclusters as proved by Aguilar-Ruiz [ 12].
Density is a fundamental measure of urban structure and determines the efficiency of its urban footprint.
Sure, profit is a fundamental measure; but so is revenue growth.... What's frustrating to me is there's a lot of knee-jerk reaction out there".
Density is a fundamental measure of urban structure that can be used to quantify the immense diversity in urban form across the globe.
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