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The nonlocal non-conserved boundary condition in (1.1) can be interpreted as sum of a scalar multiple of the average value of the unknown function over the given interval of an arbitrary length ((1, eta)) (in the sense of Hadamard) and a scalar multiple of the value of the unknown function at the right end-point ((t=e)) of the given interval remains constant.
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The match score is always < 2: lim s bitscore → ∞ S m a t c h (A, B ) → 2. This can be interpreted as summing up over the entries of a non-symmetric weighted adjacency matrix of all pairwise homology relationships.
To illustrate this notion, let us consider an AD that shows a constant degradation of accuracy with increasing distance to the AD core (here the term "core" can be interpreted as the sum of one or more centroids in the AD, where predictive confidence is maximum).
In contrast, under the 2-pathway approach, the total drug and placebo effect may be interpreted as the sum of those from the drug pathway and other nonspecific pathways.
We use the path-independence property of total logarithmic strains to propose different fictitious paths which can be interpreted as a sum of infinitesimal engineering strain tensors.
This measurement can be interpreted as the sum of the equivalent perceived opportunities reachable from an origin, since the weight of any destination decreases as impedance increases.
It follows from Lemma 2.1 in [3] that (v_{k}=c_{kk}) can be interpreted as a sum of weights of all directed spanning subtrees T of (mathcal{G}) that are rooted at vertex k.
In fact, the principle behind the above two approximate expressions is very intuitive since they can be interpreted as the sum of the probabilities that a given point is mistaken for its neighbors.
This distribution is represented by a weighted particle set, which can be interpreted as a sum of Dirac functions centered on the with their associated real, nonnegative weights : (1).
The ACF of ambient noise can be interpreted as a sum of waves backscattered by random heterogeneity in the lithosphere with the wave source and receiver at the same location (Sens-Schönfelder and Wegler, 2006) based on the single scattered theory (Aki and Chouet, 1975).
In fact, the early and late effects of TGF-β1 in some model systems could be interpreted as the sum of the actions of TGF-β1 plus the independent effects of LAP.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com