relate

[see also: concern, connect, link, tie, associate, pertain, relevant]

We describe how the notion of positivity relates to the other properties.

Conditions relating to bounds on the eigenvalues appear to be rare in the literature.

Theorem 1 relates the quantity $a(n)$ to the quantity $b(n)$. [Not: “with the quantity $b(n)$”]

There are numerous results in the literature relating spectral conditions to invertibility of $f$.

The following proposition relates the two definitions.

There is a related result concerning primitivity.

We first replace $a(n)$ by the related and simpler function $b(n)$, where ......

Our results are closely related to those of Strang [5].

The above-mentioned measure is of course intimately related to the geometry of the real line.

How are these two optimality notions related? In general, they are not.



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