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The shift amount of power flow in a single layer is the sum of shift amount in all operated lines which are positive.
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Figure 1 Gaussian assumption of IPD error model for DOA angle, ϕ, caused by uncorrelated noises and the actual IPD distribution in [- π ~ + π ): (a) complex diagram of IPD error model, (b) probability density function of IPD based on the sum of shifted Gaussian pdfs.
The tool subtracts this number from each SNV score, and then finds "maximal" intervals where the sum of shifted scores cannot be increased by adding or subtracting SNVs at the ends of the intervals.
The observed shift in the SPR angle is the sum of the shift that is caused by the association of [T] with [P] and that is caused by the difference between the refractive indices of the solution and the baseline buffer.
The amount of phase shift is the sum of phase shifts caused by the materials through which the X-ray propagates.
Then, we tested several commercially available analogs of 1, and to rank their binding to CDC25B, we measured the sum of chemical shift changes for eight of the most perturbed amide resonances.
The connectivity of the oldest part of the interaction network is densest, and the node degree distribution follows the sum of two shifted power-law functions, which is a theoretical generalization of the previous finding.
A potential criteria Σ|Δ2θ R| shows a V-shaped curve with the minimum values at a sum, 152) = 4.15684 0) Å and a sum, 92) = 4.15625(2) Å, where the superscript 'sum' refers to the "sum" of the peak-shift (Fig. 2c and d).
Using the fact that f X x = dF X x dx, Parzen proposed an asymptotically unbiased estimator of the PDF as the sum of scaled and shifted kernel functions: f n x = ∫ - ∞ ∞ 1 h k x - y h dF n y ≈ 1 nh ∑ i = 1 n k x - x i h, given that lim n → ∞ h n = 0 and the kernel k(x) and x k(x) are Borel's functions [62]g in L1 function space, which satisfy few conditions such as [41, 47] ∫ ℝ k x = 1.
– The connectivity of the oldest part of the interaction network is dense; the node degree distribution follows the sum of the two shifted power-law functions.
The last line in the table contains the sum of the absolute chemical shift differences for all carbons, exposing molecule 6 as the one that best fits the experimental data [24, 27, 28]. Figure 2 Planar constitutions suggested for Aflatoxin B1.
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