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In the case of the method of sign conditions, we usually need two sign conditions to show the existence of at least one solution of a problem.
Comparative calculations, carried out for binary, ternary and quaternary systems have shown a significantly better agreement of the results obtained on the ground of the suggested method with the experimental data available than in the case of the method based on the theory of ultimate volume[6].
In the case of the method of [5], there is an implicit assumption that the local edge weight distributions for nodes of the same degree in real-world networks are homogeneous.
In the case of the method of small p-values, the exact point probability for the nil hypothesis that produces the table observed is calculated first.
However, in the case of the method introduced in Gutenkunst et al. (2009) there is not a general theory that allows us to predict how the numerical error behaves as a function of the parameter space.
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This is not the case of the methods based on the cancellation of the QRST complexes.
In the case of the methods data element, we have developed a small glossary to categorize similar laboratory procedures.
In the case of the methods with a median efficiency, e.g., Row_Mean, their CPP values could be assigned as median compared to the values of the other methods.
We accept that the methods detailing the Western blotting are more limited than the IHC methods, as is the case of the methods detailing the production of the knockout mouse model.
In the cases of the method 2 for the LyonSchool data, and the methods 2 and 3 for the Thiers13 data, the sampled networks are even almost as different as they would be after a random shuffling of the links.
Line A (peptide method) runs above line B (GTA method) at any RC concentration, indicating that at the same concentration of RC, the red shift was always larger in the case of the peptide method than with the GTA method.
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