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The select-remove procedure is continued until a complete matched graph is achieved.
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Phase-matching graphs are studied to find the relationship between resonance wavelength and grating period.
Although split-and-merge operations allowed in the WF and Moran models are different, exactly the same set of inequivalent match graphs are involved in the systems of recurrence equations in the two models.
The maximum node matching for a graph is one of the maximal matchings of the graph, but not vice-versa.
Table 4 Summary of descriptor improvement Descriptor Summary Chi Depth-first search is used instead of SMARTS pattern matching DetourMatrix Molecular graph is divided into a small graph by articulation points Framework Specialize to Framework descriptor MolecularId Cache parts of the calculation to avoid its redundancy.
For k=2 the k-clique matching problem reduces to the well-known and extensively studied problem of matching in graphs; a matching in a graph is defined as any subset of nonadjacent edges, which basically are cliques of size 2. In unweighted graphs, matching problems concentrate on finding a maximum matching (a matching with the largest number of edges).
The elastic graph is matched for detecting the most likely position in the candidates.
For k=2, the problem of finding a 2-clique matching in the graph is equivalent to finding a traditional matching (a set of independent edges) in a graph.
A matching of a graph is an independent subset of the edges set and a maximum matching is a matching with as many edges in it as possible.
A matching for a graph is said to be maximum if every vertex in the graph could be matched with another vertex of the graph through a set of edges such that no two edges in the set have a common vertex.
4. Once an accepted sub-graph match is found, the ligand's side nodes and edges in direct contact with the matched sub-graph are copied into the target receptor.
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