Sentence examples for relation of this problem from inspiring English sources

The relation of this problem with non-equilibrium multicomponent situations, such as diffusion, is discussed.

Finally, we make some comments on the relation of this problem to the 'plateau transition' in e.g. GaAs/AlGaAs heterostructure.

In relation to this problem of compatibility between marker-based and pedigree-based relationship matrices, with data from routine evaluations, selection affects the allele frequencies over time, and in principle both observed marker genotypes and observed phenotypes contain information about allele frequencies in the base population.

Of particular interest, in relation to this problem, are the single molecule sequencing technologies, like that recently brought to market by Pacific Biosciences of California (http://www.pacificbiosciences.com).

The considerations made establish a close relation between this problem and the theory of lattice points on spheres.

Klopfenstein and Nace [12] defined a robust chance-constrained variant of the knapsack problem and studied the relation between feasible solutions of this problem and those of (RKP).

Multiple inheritance can be more easily spotted and understood using graphical models and, in many cases, it can be avoided by replacing one (or more) Is_a relation(s) by other types of relations, thus eliminating this problem.

The following theorem, which is a modified version of [[1], Theorem 4], establishes a relation of this function to the original periodic problem (1.3), (1.4) in terms of the zeroes of Ξ and H. Theorem 8.1 Let f satisfy the Lipschitz condition (1.5) with a matrix K such that (6.4) holds.

We study this original and some new equivalent relaxations of this problem and clarify their relations to all classical relaxations of the Steiner problem.

None of the aforementioned authors investigated the relation of architectural problems and code-anomaly agglomerations.

Finally, Section 3.7 presents the procedures to analyze the relation of architectural problems and agglomerations.