Sentence examples for definition of properties from inspiring English sources

In this article we embrace this challenge by proposing a solution to the following question: What is an underlying mechanism that can support the definition of properties (such as revocable, read-only, lent) at the reference level in the absence of a static type system?

Hence and the assertion follows by the definition of property (D).

If {x n } = {y n } in (3), we get the definition of property (E.A).

Second, the definition of property may be linked to different aspects than gender differences within couples per se e.g.g

If A = f, B = g and {x n } = {y n } in (2), then we get the definition of property (E.A).

The definition of "property" which applies in this context is based on section 4(1) of the Theft Act 19681 which includes money and all forms of property including intellectual property.

We modify the definition of property (E.A), introduced recently in the work by Aamri and Moutawakil (2002), and use it instead of usual assumptions about commutativity or compatibility of the given pair.

Moreover, it follows from the definition of property (A) that every nonoscillatory solution x ( t ) ∈ N 0, which implies that there exists lim t → ∞ x ( t ) = c ≥ 0. We claim that c = 0.

The definition of property in the 1971 Act differs slightly from the Theft Act 1968 in that it only includes "property of a tangible nature".

Wollstonecraft wields the English philosopher John Locke's definition of property (that is, ownership acquired through labour) against Burke's notion of inherited wealth.

We begin this section by recollecting definitions of properties which are going to be explored here and also some useful characterizations of these properties (see [[5], p.373]).