Sentence examples for extension of the relation from inspiring English sources

Nevertheless, to the extent of our knowledge, there is no work investigating the extension of the relation between architectural problems and inter-related code anomalies.

Section 4.2 presents an analysis on the extension of the relation between architectural problems and agglomerations.

With RQ2, we intend to investigate the extension of the relation between each agglomeration with respect to architectural problems.

In different contexts different terms may be taken as logical and therefore so may vary the extension of the relation of logical consequence.

For example, (5a) will be true at a circumstance c iff < o, o′ > is in the extension of the relation S at c. (5b) will be true at c iff CONJ maps the truth values of < < o >, R > and < < o, o′ >, S > at c to truth.

It is well known that for every bounded operator A in (L(H)), there exists a compact operator K in (K(H)) such that the Weyl spectrum (sigma_{W}(A)) of the operator A coincides with the spectrum (sigma(A+K)) of the perturbed operator A. In this work, we show the extension of this relation by the use of Kato's decomposition to the set of semi-Fredholm operators.

We point out two extensions of the relation between matrix models, topological strings and N=1 supersymmetric gauge theories.

To measure the extension of this relation, we conducted two complementary analyses.

By combining Eqs. 1 and 2, this suggests an extension of the universal relation developed for characteristic temperatures to other properties as the cohesive energy which is one of the most important material properties.

Assuming measles incidence fluctuates around its pre-vaccination equilibrium, partition between "source" and "sink" regions allows straightforward extension of the basic relation between births and cases.

(The equivalence of N and its proper subset formed by the squares of its elements was noted by Galileo Galilei in 1638, who concluded that the notions of less than, equal to, and greater than did not apply to infinite sets.) When applied to natural numbers used as cardinals, the relation < (less than) coincides with the familiar ordering relation for N, so that < is an extension of that relation.