Sentence examples for sufficient property from inspiring English sources

"sufficient property" is correct and usable in written English
You can use this phrase when referring to something tangible which is needed for a particular purpose, or to fulfill a certain requirement. For example, "The company will need to provide sufficient property for the safety of its employees."

Exact(7)

In other words, infinitists would propose reason-enhancement as a necessary but not sufficient property of distinctively adult human knowledge.

The results showed that the chelation of iron is a determinant although not sufficient property for antimicrobial activity.

A sufficient property of (H xi )) for (varPhi) to be symmetric is given by the following Lemma.

A properly defining characteristic has to be, to use modern terms, both a necessary and a sufficient property of the thing to be defined.

It would be generally agreed that being widely applicable across different areas of discourse is only a necessary, not sufficient property of logical expressions; for example, presumably most prepositions are widely applicable, but they are not logical expressions on any implicit generic notion of a logical expression.

As of the 1840 census, the majority of the white residents of the state lived in western Virginia, but they were underrepresented in the legislature because of the continued property requirement for voting; not all held sufficient property to vote.

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Similar(53)

But the charity has to negotiate the rent it pays with commercially driven landlords, and Sinclair said spiralling rents have made it increasingly difficult to source sufficient properties from traditional private landlords.

We will state the sufficient properties of a Jordan pair (X, T) such that the corresponding matrix polynomial is symmetric.

We will then derive the necessary as well as sufficient properties a Jordan pair (X, T) must possess so that the corresponding matrix polynomial is symmetric.

As will become apparent, addressing the Problem of Biological Individuality does not require an essentialist answer according to which biological individuals form a kind individuated by a set of singly necessary and jointly sufficient properties.

a unital Leavitt path (mathbb {K} -algebra of a finite graph, or. a translation (mathbb {K} -algebra (assofiated to a locally finite extended metric space), In fact, in both cases, we pinpoint the necessary and sufficient properties of the underlyingraphmetric data that give rise torthe algebraic amenability of these algebras (cf., Theorems 5 and 5.10).

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