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This metric utilizes the Frequent Usage Patterns (FUP) extracted from different member functions interactions to capture the cohesiveness of the module.
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The metric utilizes a basket of goods and services that are measured changes from month to month; much like a daisy chain.
Multiple parameters are compared using the Euclidean norm to produce a scalar value from the widths of uncertainty for the selected parameters, e.g. P | | p i, p j | | 2 = p ¯ i - p i ¯ 2 + (p ¯ j - p j ¯ ) 2 1 / 2. This metric utilizes estimated state bound information and allows the experimenter to see how estimated ranges of unmeasured states are affected by additional measurements.
Here, we present another distance metric that utilizes the RF indoor attenuation characteristics.
The metric utilized is average per user achievable throughput, expressed in Mbps.
As the Weiss et al. epidemiological study used to derive the concentration-response function chose the highest concentration among kitchen, living room, and bedroom as their exposure metric, we utilized the kitchen measurements from Peters et al. 2007, which were consistently highest in HPHI.
METRiCs OCT, which utilizes the DW method, has been applied to produce true-color, quantitative, tomographic images of an in vivo rat dorsal skin fold window chamber model [ 5].
In 1989, Khamsi [1] defined normal structure and uniform normal structure for metric spaces and utilized the same to prove that nonexpansive mappings on a complete bounded metric space equipped with uniform normal structure have fixed point property and further satisfy a kind of intersection property which extends results of Maluta [2] to metric spaces.
The purpose of the paper is to obtain proximity point results in partially ordered metric spaces by utilizing the weak contractive inequality obtained in [24].
In 1986, Jungck [17] introduced the notion of compatible mappings in metric spaces and utilized the same (as a tool) to improve commutativity conditions in common fixed point theorems.
In 1992, Beg et al. [36] proved some results on the existence of a common fixed point in the setting of a convex metric space and utilized the same to prove the best approximation results.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com