Sentence examples for maximal matching graph from inspiring English sources

This was accomplished with LadderFinder, a software constructed ad hoc that tackled this issues as a maximal matching graph problem [ 28].

The complexity of finding the maximal matching within a bipartite graph is.

The matching problem for die stacking can be converted into a bipartite graph maximal matching problem and the traditional algorithm can be used to solve this problem.

This simplification relates the minimum-length scheduling problem to the problem of obtaining a maximal matching in a non-bipartite graph [11].

We prove that the maximal matching problem within a bipartite graph shown as Figure 5 is tantamount to the RA-CORP problem.

At this stage, we have found a maximal matching of the vertices in the graph.

The rest of the paper is organized as follows: Sect. 2 presents the maximal assortative matching (MAM) algorithm for an arbitrary graph and discusses its flexibility to be used as a maximal matching algorithm for maximizing the number of nodes matched (hereafter referred to as the maximal node matching algorithm, MNM).

To the best of our knowledge, we have not come across a maximal matching algorithm that maximizes the assortativity index (for matching nodes that are similar to each other) or minimizes the assortativty index (for matching nodes that are very different from each other) in complex network graphs.

In and of Phase 2, We have constructedesignical edges per each verthe of each wheel.

There may exist maximal matching of various sizes for the vertices of a graph; but, every maximal matching need not be a maximum matching; on the other hand, a maximum matching of the vertices in a graph is the largest possible maximal matching for the vertices of the graph.

A maximal matching is a set of independent edges of the graph such that the inclusion of an additional edge to the set violates the property of matching (i.e., no two edges of a matching have a common end vertex) [12].