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The set multicovering or set k-covering problem is an extension of the classical set covering problem, in which each object is required to be covered at least k times.
Edge covering problem (ECP) is to find an edge cover with the minimum weight in a graph.
The covering problem aims at keeping the region under surveillance well-covered by relocating available vehicles.
Set covering problem.
Set covering problem (SCP) ≤ p sub-problem □.
Hub covering problems, as location-allocation problems, consist of two sub problems namely hub set covering problem (HSCP) and hub maximal covering problem (HMCP).
Similar(8)
We now fully characterize the solvability of the edge-covering problem.
In this paper, we model and resolve the LAP problem as a set-covering problem.
The suggested framework reduces a geometric covering query to the classic computer science set-covering problem.
We discuss two formulations for the maximal arc-covering problem, a known one and a new one.
The solution is of exponential complexity due to the inherent complexity of the classic set-covering problem.
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