Sentence examples for covering this problem from inspiring English sources

"We're far from covering this problem".

In this paper, two typical minimum weight covering problems, namely vertex covering problem and edge covering problem, are studied under stochastic environments.

Hub covering problems, as location-allocation problems, consist of two sub problems namely hub set covering problem (HSCP) and hub maximal covering problem (HMCP).

Minimum weight edge covering problem, known as a classic problem in graph theory, is employed in many scientific and engineering applications.

In this section, a formulation for a cooperative maximal covering location allocation problem is developed.

Set covering problem (SCP) ≤ p sub-problem □.

We first provide a short description of this framework and discuss how to apply it to the covering tour problem; then we present problem-specific improvements.

This selection task is casted into a combinatorial optimization problem, the set covering problem (SCP): (SCP) Here n is the total number of clusters generated at step 1.

In this paper, cooperative and gradual covering concepts were applied to the maximal covering location problem (MCLP) simultaneously, and a cooperative gradual maximal covering location problem (CGMCLP) model in discrete location space was proposed.

In previous studies, models have been developed separately for the gradual covering location problem and the cooperative covering location problem.

This problem is commonly called 'the Euclidean delivery problem' or 'the min-max location problem' or 'the minimum covering sphere problem'.