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First, the cross-sectional design and, following from this design, the uncertainty about the cause-effect relation represent a weakness of our study.
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Such a relation represents the temperature dependence of the rates of chemical reactions, conductivity coefficients and viscosity or diffusion phenomena.
This form of the flux relation represents the simplest linear expression for the one-sided fluxes to and from a solid surface.
The hyponym relation represents a concept specialization.
If R satisfies the above 1), 2), 3), then the relation represented by R is called as equivalence relation.
However, this obtained linear relation represents a different offset from that shown by silica sediments (Orsi and Anderson, 1999).
If one assumes that a constitutive relation of the form p = p exists, then the area under the curve representing this constitutive relation represents the dilatational strain energy density stored into the material.
If we posit that the relation represents the object of comprehension, we must also specify that this object is not automatically to be seen as a counter-pole to the subject of comprehension.
For, if we want to emphasize that a particular chain of reactions happens in a particular compartment, it is sufficient that we label suitably the derivability relation representing that process.
Labels are strings that are used to refer to the kind of things a class or relation represents.
This relation represents knowledge about the correct ordering of information acquisition processes which is crucial to keep the system functional.
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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