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For a given connectivity method, what effectively matters, is its capacity to properly detect a connection, so that mainly TPs (a connection properly detected) and FPs (a connection wrongly detected) have to be taken into account.
The mobile sensors are required to maintain a given connectivity, avoid obstacles, and maximize coverage in the target area.
We implemented two strategies for counting the number of triplets, quadruplets and quintuplets in a given connectivity matrix.
Different protein interaction data sets thus differ in many ways, but they also reveal similar aggregate (or global) network features, such as the fraction of nodes with a given connectivity.
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There are different methods to find the equilibrium state attained by a tensegrity system for given connectivity of the constituent cables and bars.
Mobile sensors in MSNS are required to maximize coverage, maintain the given connectivity and avoid obstacles.
Therefore, this article suggests the coverage method that adds the obstacle avoidance method to the constrained coverage method that maximizes coverage while maintaining the given connectivity [8, 15].
A number of sensors input by the user are randomly deployed in the target area, and they move to avoid obstacles while maximizing the coverage in the target area and maintaining the given connectivity.
Theorem 1 provides an efficient algorithm that guarantees the identification of all cut edges, provided that the given connectivity matrix is precise.
Instead, the analysis of networks under asymmetric link dynamics involves the link connectivity distribution, defined as the fraction of links connecting a pair of nodes with given connectivities.
The probability that out of n kk ' pairs of duplicates with given connectivities k and k', m kk ' pairs interact is, where g kk ' gives the probability for a cross-interaction.
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