Sentence examples for relation name from inspiring English sources

A slot definition (slot-def) associates a slot (a binary relation) name with a slot definition.

Note that in order to access fields of an object, we have to start with an alias of a relation name.

The terms including data property name, class name and relation name were manually mapped to terms in relevant ontologies in the OBO and NCBO BioPortal, and the terms in the existing ontologies are preferred if multiple terms happened.

Let ℜ and  A correspondingly be finite sets of relation and attribute names in database Δ where each attribute name in  A is made unique by prefixing the relation name to which it belongs, i.e., for relation r ∈ ℜ and A ∈ r(R), there is r.

Therefore for every concept c ∈ C such that μ(c) = ∅, φ maps c to a set of instance values in relations, i.e., φ : C → 2 V, where  V is a set of unique values of the form r.A.v in which r is the relation name, and v is a value in column A of r (in the parlance of [ 34], the representation corresponds to r[ A → v]), i.e., → σ A = c (π A (r)) ≠ ∅.

By introducing a new kind of dominance relation, named the characteristic-based dominance relation, to incomplete ordered information systems, we expand the potential applications of dominance-based rough set approach.

In the 1960s there was much discussion of a relation named after the British economist A.W. Phillips (though in a rudimentary form it can be traced to earlier writers), whereby the rate of increase of wages was shown to vary negatively with the level of unemployment.

When giving examples of n-place relation names or variables for n≥2, we often write R,S,… instead of writing P2,Q2,….

The object names and variables denote, or take values in, a domain of objects and the n-place relation names and variables denote, or take values in, a domain of n-place relations.

For one thing, instead of including n-place relation names and variables among his primitive terms, he instead included primitive function names and variables such as ƒ, g, h, …  and used them to signify functions.

That last statement came after the campaign had consulted one of its foreign-policy experts, a Stanford professor of international relations named Michael McFaul.