Sentence examples for an arbitrary relation from inspiring English sources

One way in which Giotto really differs from shades from what we're going to see next canto — it's not an arbitrary relation here that I'm making — distinguishes himself from Byzantine mosaics is that he introduces a history.

The 'dynamic' model of decohesion proposed in this work extends their analysis to an arbitrary relation between the rates of separation and impurity transport to the interface, including transient kinetics in which the two rates are comparable to one another.

Thus, if F is a sentence containing equality, a sentence G can be adjoined to it that embodies the special properties of identity relevant to the sentence F. The conjunction of F and G can then be treated as a sentence not containing equality (i.e., "=" can be treated as an arbitrary relation symbol).

The signifiers we use to name objects have an arbitrary relation to what they signify, a relationship forged by excluding other possible signifiers from naming the object in question.

In discrimination tasks, weight and reward hold an arbitrary relation, i.e., there is no reason (other than the experimenter's choice) why 'heavy' should be associated with reward delivery.

It is even conceivable that biotic systems ultimately retained the use of primordial signs such as Ca2+ for intercellular messaging purposes where the ion (sign) now has an arbitrary relation to object (intracellular or extracellular state) that it signifies.

In this case, T has infinitely fixed points such as−2, −1, and 0. It has been pointed out in some studies that some results in metric spacesendowed with an arbitrary binary relation can be concluded from the fixed pointresults related with α-admissible mappings on metric spaces.

Let ( X, d ) be a metric space and ℛ be an arbitrary binary relation over X. Denote S : = R ∪ R − 1 ; this is the symmetric relation attached to R. Clearly, x, y ∈ X, x S y ⟺ x R y or y R x. Definition 3.1 Let ( X, d ) be a metric space, let ℛ be a binary relation over X, and let A and B be two non-empty subsets of X.

an arbitrary dispersion relation.

Specifically, given an arbitrary binary relation defined on a finite set, we ask if and when there exists a data set which can generate the given relation through revealed preference.

The VF2 uses an arbitrary node relation to obtain a total order.