The phrase "applicable we have" is not correct and does not make sense in written English.
It seems to be an incomplete thought and lacks clarity, making it difficult to determine its intended use.
Example: "The rules that are applicable we have discussed in our previous meeting."
Alternatives: "that apply" or "that are relevant".
"Everything here is tested and wherever applicable we have used fire-resistant materials but I'm sure they did that at Eastbourne as well.
In order to make this heterogeneity algorithm more generally applicable, we have here built in methods that attempt to handle, albeit in a linear fashion, these three contributions.
In addition, for the isolates analyzed in this study (Table A1), where applicable, we have listed the phylogenetic groups to which they were assigned in previous studies.
Where applicable, we have also calculated p-values for the difference in effect of a certain mutation in two genetic backgrounds to support our claim of epistasis, as suggested by the reviewer.
We assessed subgroup differences by interaction tests available within Review Manager, and where applicable, we have quoted the Chi statistic and P-value, and the interaction test I value.
Also, given in both microarray and RNA-seq data, the sample sizes for both histology subtypes are big enough for CLT to be applicable, we have no worry about the validness of moderated t-tests for filtering out non-DEGs.
The assumption we made here is applicable when we have enough anchor nodes and one target node or localizing one node at a time [12].
Theorems 4 and 5 are quite applicable as we have shown in [41], in the case of competitive systems in the plane consisting of linear fractional equations.
Consequently, the Lebesgue dominated convergence theorem is not applicable and we have to use arguments based on the Vitali convergence theorem instead; see Lemma 2.
It is even foreseeable that advanced targeted therapy, which is often extremely expensive, would only be applicable if we have a companion diagnostic biomarker that can predict the efficacy of the treatment.
Hence Lemma 1 of Appendix 5 is applicable and we have, lim n → ∞ P Θ n H Θ ( j, y ′ ) = π Θ H Θ ( G ) which ⇒ h = 1 2 E Θ ∇ Θ Θ t X − s 2. Thus ODE (7) simplifies to ODE (5).
