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CNA enables the setting of a maximum cardinality (maximum number of interventions allowed) for each minimal intervention set calculation.
The maximum cardinality (maximum number of interventions allowed) of minimal intervention sets was set to 3. Given a logical model and starting from an initial state of the network, consecutive states of the network can be computed.
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Furthermore, we develop an incremental verification for s-bundle, giving rise to the first exact algorithm for solving the maximum cardinality and maximum weight s-bundle problems.
Unlike typical other analyses that use only maximum cardinality constraints, we have used both maximum and minimum cardinality constraints in defining the properties and their structural validity criteria yielding a complete analysis of the structural validity of recursive, binary, and ternary relationship types.
We study multithreaded push relabel based algorithms for computing maximum cardinality matching in bipartite graphs.
We show that the Karp Sipser heuristic always finds a maximum cardinality matching in the chosen subgraph.
We present a new randomized matching mechanism for two agents which is truthful in expectation and has an approximation ratio of 3/2 to the maximum cardinality matching.
Figure 10 Percentage of detected collisions according to the maximum cardinality of the collision sets.
In an RFID system with N readers, the collision set with the maximum cardinality is collision-set (N−1).
Therefore, (mathcal {N}_{j_{n}}) has a minimum and a maximum cardinality of 0 and M, respectively.
The maximum independent set problem asks for an independent set of maximum cardinality.
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