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For example being true may be a relation that holds between (i) and the fact that Plate is round.
Given this assumption, there must be a relation that 'ties' them together to a's being F. If the required 'tie' is a genuine relation, a regress, usually called Bradley's regress, ensues: we need to introduce another relation that ties the first relation to a and being F, and so on.
Further, the instantiation of a universal by its specific instance is taken to be a relation that obtains in reality, rather than amounting to a constructed superimposition.
However, in a later incarnation, Armstrong (1997, 32) suggests that, for a property U to count as structural, at least one of the universals constituting U must be a relation that at least two of the simpler parts of any instance of U bear to one another.
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Rather than being an item among others, Kierkegaard proposes to understand the self in relational terms: "The self is a relation that relates itself to itself…" (Kierkegaard 1980 [1849]:13).
It is a relation that is highly flattering to the Scots, and particularly their Edinburgh chapter.
An equivalence relation is a relation that is reflexive, symmetric and transitive.
Thus, Nagel-reduction is a relation that holds not just between theories but also between their ontologies.
where F≈G says there is a relation that one-to-one correlates the Fs and the Gs.
In particular, the relation of satisfaction for LCC is a relation that can be found in the hierarchy of finite types.
The worst is a relation that makes of more than one simply one, that makes, out of a division, an indivisible sovereignty.
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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