Sentence examples for properties of entities from inspiring English sources

Methodological reductionism is the closely related view that the behaviour of entities of a certain kind can be explained in terms of the behaviour or properties of entities of another (usually physically smaller) kind.

This model investigates how to describe different aspects of trust to obtain various properties of entities according to different scenes.

This fact raises questions about the nature of quantitative measures of properties of entities in general relativity, and what ought to count as observable, in the sense of reflecting the underlying physical structure of spacetime.

We first define a uniform framework for characterizing phenotypic properties of entities.

Concepts not part of the ontology description are expected to be computed or represented in the database as properties of entities or relationships.

Phenes are properties of entities and phenes whose defining property involves negation can be attributes of a large number of entities.

We call mixed query a query that searches for both abstract and concrete entities, properties of these entities and relationships between them.

The observational describe observable properties of observable entities; the dispositional, unobservable properties of observable entities; and the theoretical, unobservable properties of unobservable entities.

The concrete entities level is represented by a directed graph, the graph of concrete entities (Figs 1 and 2. Its vertices are of three kinds: (1) concrete entities such as ProseProtein (circles in the bottom panel of Fig. 2), (2) properties of these entities such as length or amino acid sequence (data not shown) and (3) link entities, such as ProteinLink, which represent the links tables.

In biology, the externalist explanatory stance takes it that the properties of biological entities are to be explained by factors largely or entirely external to those entities (Spencer 1864; Lack 1947; Simon 1981; Williams 1966; Brandon 1990; Godfrey-Smith 1996).

For Peano these were the axioms of number, which, along with axioms of classes and propositions, describing the properties of these entities and lead to the derivation of theorems that express the other important properties of those entities.