Node layout optimization algorithm based on force guidance
A technique for optimizing algorithm, point layout
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[0057] Further describe the present invention below in conjunction with accompanying drawing:
[0058] The force-guided point layout optimization algorithm is macroscopically divided into two stages, namely, the gathering stage and the splitting stage.
[0059] Definition Undirected graph G=(V, E) is composed of node set V and edge set E, node set V={v i |1≤i≤n}, where n>0, edge set E={e i |0≤i≤m}, where m≥0, v i and e i are the nodes and edges of graph G, respectively. node {v i ,v j}∈V, if {v i ,v j}∈E, then the two nodes are adjacent. Two edges are adjacent if they share the same node.
[0060] In defining the adjacency matrix A, use 0 or 1 to indicate whether two nodes are adjacent, if adjacent, that is {v i ,v j}∈E, then (a) ij =1; if not adjacent, then (a) ij =0.
[0061] For simplicity, undirected graphs will simply be referred to as graphs in the remainder of this chapter. Through the layout of the graph, the positions of all nodes in the given plan area...
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