Sentence examples for normalized properties from inspiring English sources

AGE is based on three normalized properties derived from a plan of P, namely: smallness, enclosure, and regularity.

Using normalized properties of integration and choice values support us to realize some significant points of the interaction between rivers and cities as well as significant dissimilarity between river-cities and non-river-cities.

For each of the nine retained properties, P, a normalized difference between actives and decoys was calculated as follows: Delta P = frac{{P_{actives} - P_{decoys} }}{{P_{actives}^{Max} - P_{actives}^{{min} } }} and the sum of the absolute values of all 9 normalized property differences, ΔP i, was calculated: S = sumlimits_{i = 1}^{9} {left| {Delta P_{i} } right|}.

We have also considered weighted distance measures, d W, that allow different weights to be assigned to different properties: (1) where the z ka are the normalized property values and w k is the weight assigned to property k.

Equation 2, which is the definition of LE, can be converted to: {text{PE}}_{text{HAC}} = {text{P}}_{text{mol}} /{text{MW}}*{text{MW}}/{text{HAC}} (3)where Pmol relates to a molar-normalized property, e.g. molar-binding affinity.

Thus, defining the efficiency parameter (PE or MDE), which for a property normalized versus HAC (as for a standard LE) will be defined by: {text{PE}}_{text{HAC}} = {text{P}}_{text{mol}} /{text{HAC}} (2 where Pmol relates to a molar-normalized property, e.g. molar-binding affinity.

The normalized mechanical properties obtained from those structures were compared with mechanical properties available from our previous studies for porous structures made from Ti-6Al-4V and pure titanium as well as with analytical solutions.

Figure 2 Normalized scintillation properties as a function of temperature.

The star model, as shown in Fig. 4, is based on four measures all extracted from normalized ASA properties placing one measure on each corner.

As seen in Table 2, we have the correlation between the size of cities (NC) in a logarithmic scale and all normalized angular properties (NAP) including mean and maximum choice values and mean and maximum integration values for the both river-cities and non-river-cities.

The bounded normalization property of the KS function is highlighted for its construction with the signed distance functions or normalized first-order approximations.