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Similarly, the biconditional discrimination referred to above, Ax+, Ay−, Bx−, By+ would be more accurately represented as a p +, q −, r −, s + discrimination, where p, q, r and s are the configural cues corresponding to the Ax, Ay, Bx and By compounds, respectively; this would explain solution of the task (cf. Brandon et al., 2000).
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Advancing and explaining solutions facilitated the co-construction of knowledge among group members.
Before he completed his dissertation, van 't Hoff published an 11-page pamphlet in which he proposed that if the four bonds (or valence electrons) of the carbon atom pointed toward the corners of a tetrahedron, it would explain some puzzling cases of isomerism and also explain why solutions of certain chemical compounds would rotate a plane of polarized light.
Present data indicate that Eq. (2) alone cannot explain the solution mechanism of water in silicate glasses containing small alkali metals, such as Li and Na.
In addition, our Theorem helps to explain why the solution of the example above satisfies the standard conditions (11)–(13) despite not being piecewise differentiable.
As a matter of fact, both auxiliary problems are mixed problems, but, as we will explain below, the solution of the former will be found as in the case of initial value problems, whereas the latter may be studied in the framework of boundary value problems.
In optimization theory, the Shapley Folkman lemma has been used to explain the successful solution of minimization problems that are sums of many functions.
In this section, we explain a solution for the constraints of the range-based localization in a cluster-tree network.
The analysis of the properties of the asymptotic solution explains the phenomenon of transformation of mode shape with change in curvature and provides a method for predicting the spectrum of curved beams.
Thus, the obtained solutions explain the nature of equation (6.11) faithfully in terms of diffusivity versus time.
"If you don't milk your cow fully it falls sick, and if the cow falls sick the farmer goes sick," he says to explain his solutions to the problems of the world's second largest railway network.
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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