Sentence examples for applied to the partial from inspiring English sources

Exact(8)

The method is directly applied to the partial differential equation (1).

For each x, y ∈ X and u ∈ T x, there is v ∈ T ( y ) satisfying p ( u, v ) + p ( v, v ) ≤ r ( p ( x, y ) + p ( y, y ) ). Remark 4 Since the T 0 -qpm space ( X, d ) of Example 4 is weightable (with weighting function w given by w ( 0 ) = 0 and w ( x ) = 1 otherwise), we deduce that Corollary 3(A) cannot be applied to the partial metric p d induced by d.

Bonferroni correction was applied to the partial Mantel tests, thereby lowering the accepted α-level to 0.017 [34], [37].

Bonferroni's corrections for multiple comparisons were applied to the partial correlations and a p-value of 0.005 was used.

Bayesian phylogenetic analysis with a molecular clock assumption was applied to the partial nucleotide sequence of the N protein gene and F protein gene.

4. The same FDR multiple testing or posterior probability thresholding procedure as in step 2 can be applied to the partial correlation coefficients between genes and SNPs.

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Similar(52)

These variants were selected based on their strong association with validation status (Table  4), and threshold values that best optimized discrimination of TPs from FP predictions were applied to the partial-consensus and no-consensus call sets.

That applies to the partial, self-serving account of the run-up to the 2003 Iraq war, a policy made on the hoof and without the application of critical thinking as to consequences.

Importantly, the comparison between the Antarctic octopus Pareledone charcoti and the temperate Enteroctopus dofleini revealed that this pattern not only applies to the partial regions FU f-g and FU g but also to most of the entire haemocyanin gene (except FU a, Fig.  7).

It is unclear whether the provision could be applied to the current partial shutdown.

This paper discusses the development of model predictive control algorithm which accounts for the input and state constraints applied to the parabolic partial differential equations (PDEs) system describing the axial dispersion chemical reactor.

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