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which is a sum of N inverse Fourier transforms.
In this way, the overall thickness of the investigated structure, which is a sum of all layers, can be estimated.
The increase in gas superficial velocity causes an increase in the frictional pressure drop within the pipe, whilst the total pressure drop (which is a sum of the hydrostatic and frictional pressure drop) along the length of the riser decreases.
This is done by taking advantage of the global expression of the DG method and re-expanding it in terms of a multiwavelet basis, which is a sum of the global average and finer details on different levels.
Recently, Rao [26] obtained a probabilistic version of Krasnoselskii's theorem which is a sum of a contraction random operator and a compact random operator on a closed convex subset of a separable Banach space.
We found that the size effect of the metal cation in the value of ΔGs(M+CE) arises mainly from the non-electrostatic interaction energy (Figure4c), which is a sum of the cavitation (Figure4a), repulsion (Figure4b), and dispersion energies (Figure4d).
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The second kind of scoring functions are empirical scoring functions, which are a sum of different energy terms such as vdW, electrostatics, hydrogen bond, desolvation, entropy, hydrophobicity, and so on.
We define a differential-q-difference polynomial in f, which is a finite sum of products of f, derivatives of f and of their q-shifts, with all meromorphic coefficients of these monomials of growth S ( r, f ).
Heterogeneity between studies was tested using the Q-statistic, which is a weighted sum of squares of the deviations of individual study OR estimates from the overall estimate [ 16].
In contrast to the standard approach, where patients are grouped based on high/low expression of a gene (or a gene signature which is a weighted sum of expression of several genes), we implemented a statistical procedure, which splits patients into two cohorts based on a different principle.
For an operator which is a finite sum of products of finitely many Toeplitz operators on the harmonic Bergman space over the half-space, we study the problem: Does the boundary vanishing property of the Berezin transform imply compactness?
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