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But there are still some break paths in the belt.
When Q k =-1, it means that there are orthogonal break paths in the belt region.
Since break paths are agglomerative in a certain area and the number of them is infinite.
Two of its edges coincide with the belt's two parallel boundaries, and the other two edges are orthogonal break paths.
When Q k ≤0, the smaller value of Q k, the more break paths are existing in the belt.
Q k =-1: In this situation, there are still many orthogonal break paths in the belt region, as shown in Figure 8.
Similar(47)
The direction is orthogonal break path.
In this situation, there are no vertical directional break path.
Q k = -1 iff the belt region contains an orthogonal break path that is not k-barrier covered.
4.k-Barrier Coverage: A break path is k-covered if it intersects the sensing regions of at least k distinct sensors.
Accordingly, if the location of Z n i is to the right of Z n j, then there are no orthogonal break path in the belt region (-1
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