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Kuramochi et al. [ 12] proposed to use concatenation of upper triangle of adjacency matrix as canonical label of graphs.
Koyuturk et al. proposed to use the concatenation of upper triangle of adjacency matrix as the canonical label of graphs [ 20].
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If we can apply similar idea to define canonical labels of graph patterns, then graphs with same pattern labels are isomorphic to each other.
To create the canonical label of the graph, we first concatenate the protein IDs sorted in order.
You will have to forgive the confusing labelling of the graphs, but you get the idea These graphs show prices relative to manufactured goods; in dollar terms many commodity prices have trended upward over the past century.
Color codes of signaling pathways labeled on graph.
In McKay's canonical graph labeling algorithm [ 19], the concept of canonical labeling for graphs was introduced.
A k-labeling of a graph G with n vertices is an assignment of a set l v)⊂{1,2,…,n} to each vertex v of G, such that |l v)|=k and all label sets are distinct.
In our work, we use the nauty package (McKay, 2007) to generate a canonical permutation of the vertex labels of each graph.
This paper studies the problem of computing orthogonal drawings of graphs with labels on vertices and edges.
Compared to vectors, one advantage of labeled graphs is that they can specifically encode the spatial arrangement of the properties on protein surface.
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