Therefore, the aim of the investigation in this case is to define a degree of connectivity between points of the field, in order to understand these flow paths.
Then we define a degree function (d colon M tomathbb{Z}) as follows: d(F, G, h) :=d_{B}(F|_{overline{G}_{0}},G_{0},h), where (G_{0}) is any open subset of G with (F^{-1}(h) subset G_{0}) and F is bounded on ({overline{G}_{0}}), according to Corollary 2.8.
Just as the sharp rise in connectivity at a certain degree defines a degree "scale" that can be used to differentiate hubs from non-hubs, other centrality measures could possess characteristic scales in protein interaction networks.
Since a P TF) i simply defines a degree that a TF is likely to occur in an element, so lower P TF) i are not mere reflections of less likely co-occurrence of TFs within the elements.
While mutations and other genetic alterations can speed up cancer cell growth at a certain degrees of metastasis, the amount of EMT defining a particular degree of differentiation should be controlled by epigenetic changes [17].
While a lower limit of inter-specific genetic divergence can be set at zero, there is no generally accepted upper value defining a high degree of divergence.
Using Deep Neural Networks (DNN), we define a Happiness Degree Predictor (H-DP) based on the answers to five psychometric standardized questionnaires.
end{aligned} Following Berkovits and Tienari [10], one can define a topological degree function for the class (mathcal{F}_{G}).
Consequently, we should define a maximum degree of change in shape that we consider for a fracture and the value of changes in curvature of the fracture.
Some researchers have defined a medium degree of interactivity to be best suited for increasing learning performance (Kalet et al., 2012).
