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K is a d × 1 array which implies the hierarchical structure and determines the network address; we call it address coefficient array.
When a router in depth p, Rp, tends to change its network address (by rejoining or address reassignment) in an adaptive routing optimization to its descendant router device in depth q (p < q), Rq, assuming that the origin address of Rq is A q and the corresponding address coefficient array is K, the optimized address is A q ′, the address coefficient array is K′.
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After the convergence of the lumped system flash problem, the delumping coefficient arrays for liquid and gas phases are calculated.
The delumping coefficients array for each phase is defined as: DA = left[ {DA_{1},DA_{2}, ldots,DA_{i}, ldots,DA_{{n_{text{l}} }} } right], (16) where n l is the number of lumped system components.
The tested genes showed a value of 0.78 of the Pearson correlation coefficient between array and qRT-PCR expression values with an expression trend conserved across the samples between array and qRT-PCR results (detailed results are reported in Additional file 2: Table S2).
Within eight replicates of the same type of specimens, the average correlation coefficient of array expression signals was very high at 0.96 ± 0.02 which showed an impressive technological reproducibility.
Since the coefficients of array polynomials are integers, these polynomials find a very large application area, especially in engineering.
Since the coefficients of array polynomials are integers, they find very large application area, especially in system control (cf. [22]).
Since the coefficients of array polynomials are integers, they find a very large application area, especially in system control (cf. [23]).
However, the noise correlation coefficients between array elements cannot be always determined analytically, and sometimes, they should be estimated using in situ measurements.
In the case of non-zero binary interaction coefficients, each array element from the third array entry is used for the corresponding pseudo-component and is used to calculate the detailed equilibrium ratios for the components comprising that pseudo-component.
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