Sentence examples for this class of problem is from inspiring English sources

One alternative robust approach that could be envisaged for this class of problem is Quantitative Feedback Theory (QFT).

The mathematical formulation of this class of problem is given by begin{aligned} text {(P },inff {f(x):xin mathrm{C}} end{aligned} (9 where (Csubset {mathbb {R}}^{n}) is a closed nonempty convex set and (f) is a nonconvex function on ({mathbb {R}}^{n}).

The available methods in the literature for this class of problem are of the Simplex type, except for specific cases, such as linear fitting in the sense of L1-norm.

Turing's method of proving that this class of problems is undecidable is particularly suggestive.

This class of problems is commonly denoted here as the generalized plane piezoelectric (GPP) problem.

A typical application of this class of problems is Internet routing (see for example [5]).

In this paper, the applicability of the boundary element method to this class of problems is studied.

A great difficulty to attack this class of problems is how to discretize the space of convex functions.

A general approach to modeling this class of problems is based on the integer formulation of Miller et al. ([1960]).

By using the theory of stochastic perturbation, a technique of solution for this class of problems is proposed, leading to an effective numerical solution.

To the best of our knowledge, the literature devoted to this class of problems is quite scarce, except the paper [8].