Sentence examples for a corresponding property from inspiring English sources

The phrase "a corresponding property" is correct and usable in written English.
It can be used when discussing a feature or characteristic that is related or equivalent to another feature in a specific context.
Example: "In this mathematical model, each variable has a corresponding property that influences the overall outcome."
Alternatives: "an associated attribute" or "a related characteristic".

Exact(4)

Given an individual URI and a corresponding property, all related property values are queried.

Five vowels from the Vietnamese which has a corresponding property with the Korean were read by a Vietnamese interpreter.

Thus we move from an obvious semantic fact that "good" is plainly meaningful to a much more contentious metaphysical claim that there is a corresponding property of goodness.

If the abundant conception is true, then our first question may seem trivial: Existence is a property of individuals because sentences like 'Bill Gates exists' are grammatical and there is a class of all individuals and hence a corresponding property of existing.

Similar(56)

And again, this is a generalization of the corresponding property for Fourier transforms.

Parabolic problems are characterized by the monotonicity property (6) while for hyperbolic problems a corresponding conservation property, ( F ( t, u ) − F ( t, v ), u − v ) = 0, t > 0 ∀ u, v ∈ V. holds, implying ∥ u ( t ) − v ( t ) ∥ = ∥ u ( 0 ) − v ( 0 ) ∥, t ≥ 0. (20..

Simultaneously, the corresponding property parameters of the adsorbent-A are in-between of the other two adsorbents.

It seems they assumed that if a concept was indefinable then its corresponding property would be unanalysable, and vice versa.

Statistical mechanics tells us that the relevant corresponding property is having a distribution of energy over the gas molecules described by a Boltzmann distribution.

There is a corresponding spectral property for the generator of a C0-semigroup, and it characterises quasi-hyperbolicity on Hilbert spaces but not on other Banach spaces.

The identity element is 1, as usual for a multiplicative group, and the associativity follows from the corresponding property of integers.

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