Exact(7)
Although both linear and two-term polynomial expressions are given for some interaction coefficients, it is recommended to use two-term polynomial expressions for interpolations.
For some interaction coefficients, especially those involving complexes, because experimental data on mean activity coefficient are lacking, they are tested against equilibrium quotients (see below).
Linear relations for some interaction coefficients might be used for extrapolations over a limited range of temperatures beyond the temperatures at which they are evaluated (say, over a limited range of ~25°C).
While two-term polynomial fittings can almost exactly reproduce interaction coefficients at various temperatures, linear fittings for some interaction coefficients can also reproduce interaction coefficients at various temperatures within uncertainty of 2σ as exemplified by the case for ε(Ca2+, Cl-) at various temperatures (Figure 2).
For some, interaction with others served only to highlight the intensity of their misery.
For some interaction models, the proportion of the variance that is epistatic rather than additive is greatest for interacting alleles at intermediate frequencies (Hill et al. 2008; Mackay 2014).
Similar(52)
However, for some interactions individual methods perform better than the consensus network (see Additional file 6A).
However, the results of PCC and SIREN are inconsistent for some interactions.
We generally used p < 0.05 to indicate statistical significance, except p < 0.10 was used for some interactions.
*Thermodynamic parameters for some interactions could not be fully characterized due to relatively low affinity, limited solubility of protein and limited availability of ligand.
Usually, protein names were used in the protein interactions for presenting proteins, whereas for some interactions, the proteins in different model organisms were presented in different ways, which needed to be normalized for the convenience of the following analysis.
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