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In this section, the recursive merge algorithm is improved to solve this problem.
The recursive merge algorithm is present to enumerate all minimal cutsets of a two-terminal graph in [22, 23].
Secondly, the improved recursive merge algorithm is designed to find out all islanding cutsets in the two-terminal graph.
An example of the recursive merge algorithm is illustrated in Fig. 3, and the procedure for this algorithm is briefly described as follow: Open image in new window Fig. 3 Example of recursive merge algorithm 1) Determine the first cutset, which is the set of all emitting edges from source node, for the original two-terminal graph.
This is done in Algorithm 3 lines 2 to 7. The seeds merge algorithm is trivial, but the error correction should be considered.
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An inner front merging algorithm is also presented.
The proposed global merging algorithm is summarized as follows.
An intuitive merging algorithm is proposed that minimizes control traffic in Carrier Ethernet domains.
Also, an example of time series merging algorithm is given in Fig. 2.
Secondly, a merging algorithm is developed based on initial segmenting and a rough partitioning of the network is obtained.
Further a time series merging algorithm is proposed to find the representative time series (RTS) for each cluster.
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