Sentence examples for maximum spanning tree from inspiring English sources
In the encoding step, in a manner reminiscent of phylogenetic tree approximations, Coil uses the Maximum Spanning Tree in the similarity graph as its encoding tree.
If (mathcal {T}) denotes the set of all spanning trees of G, a maximum spanning tree (T_{max}left (V,E^{prime prime }_{max}right)) of G is a spanning tree if and only if: mathop{{forall}}_{T (V,E^{primeprime}) in mathcal{T}} sum_{(v,z) in E^{primeprime}_{max}} omega v,z) geq sum_{(v,z) in E^{primeprime}} omega v,z), where ω v,z) is the weight value assigned to the edge from a vertex v to z.
The maximum spanning tree, constructed with the Prim Jarník's algorithm, is presented in Fig. 11.
We use maximum spanning tree instead of minimum spanning tree in order to manage external contrast between connected components.
As we already mentioned, the JT, as well as PJT, is the maximum spanning tree of the cluster graph.
The JT is a maximum spanning tree of the cluster graph, with weights given by the cardinality of the intersections between cliques.
It uses a graph constructed on a hexagonal structure containing half of the image pixels in order to determine a forest of maximum spanning trees for connected component representing visual objects.
The novelty of our contribution concerns the HS used in the unified framework for image segmentation and the using of maximum spanning trees for determining the set of nodes representing the connected components.
The third method design by us is an original visual feature-based algorithm that uses a graph constructed on a hexagonal structure (HS) containing half of the image pixels in order to determine a forest of maximum spanning trees for connected component representing visual objects.
Our algorithm calculates the union of all maximum spanning trees (MSTs) from the interaction scores for each complex.
We compared levels of costs and benefits within reticulate networks to those within analogous networks without loops known as Maximum Spanning Trees (MSTs).
