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However, James' understanding of the way in which a relation is a mode differs from Henry's.
Unlike modern logicians, Burley denies that a relation is a two-place predicate, and views it instead as a monadic function, arguing that like the other accidental forms, relation inheres in a single substrate and makes reference to another thing without inhering in it.
A relation is a set of ordered pairs with of x and y coordinates.
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In mathematics, a relation is an association between, or property of, various objects.
Given that such a relation is an equivalence relation, it may give rise to the definition of instants as equivalence classes of co-temporaneous moments.
A relation is an attribute whose values are other objects.
A Hilbert consequence relation is a relation between pairs of formulas, a Tarski relation is a relation between sets of formulas (possibly infinite) and individual formulas, and a Scott relation is a relation between two sets of formulas.
A consequence relation is a mathematical relation that models what follows logically from what.
And the choice of a counterpart relation is a pragmatic or interest-relative choice.
In Peirce's theory the sign relation is a triadic relation that is a special species of the genus: the representing relation.
These two conditions indirectly imply that the domain of a linear relation is a linear subspace.
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