Sentence examples for each of these correlations from inspiring English sources

Each of these correlations possesses following noteworthy characteristics: (i) the highest HHV prediction accuracy and generalization capability as compared to the existing models, (ii) wider applicability for coals of different ranks and from diverse geographies, and (iii) structurally lower complex than the other CI-based existing HHV models.

Each of these correlations suggested that elevated expression of the gene in question may be essential for tumour survival and may therefore represent a novel therapeutic target.

We first investigate separately the effects of each of these correlations, CSR and ErbB2+, in determining the probability of survival beyond ten years.

In the following we will also investigate each of these correlations, CSR and ErbB2+, as continuous variables within our overall model.

When we compared the linear slope of each of these correlations to the GC content of the organisms, we found a strong linear relationship (R ~ 0.978) where a higher GC content was associated with a more strongly inverse relationship between codon usage and its ability to form OSCs.

After that, we transform each of these correlation coefficients, say c, to Fisher's z-statistic z(c) using the following Eq. (3): begin{aligned} z(c) = frac{1}{2} log left( frac{1+c}{1-c}right). end{aligned} (3).

The significance of each of these correlation coefficients was evaluated by computing the correlation coefficients of 1000 permutations, reshuffling elements at random within one of the vectors.

Each one of these correlations is significant (r > 0.9).

Each of these three correlations is significant; however, none of these three correlations is more than 0.9.

The four kinds of correlations (the even/ odd axis, the black triangle/ white triangle axis, wye, and foot) are independently controlled: each set extremizes one of these correlations, while keeping all the others at 0 (Gilbert, 1980).

How does Hunch know all of these correlations?