Complex network construction method on basis of matrix operation
A technology of complex network and matrix operations, applied in computing, special data processing applications, instruments, etc., can solve problems such as the inability to fully reflect various characteristics
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[0071] A complex network construction method based on matrix operations, comprising the following steps:
[0072] (1) Determine the generated network set U G ={G 1 , G 2 , G 3 ,...,G i ,...};
[0073] (2) Calculate and generate network set U G All networks in G i The adjacency matrix A(G i ), to get the generated network set U G The adjacency matrix set U A(G) ={A(G 1 ), A(G 2 ), A(G 3 ),…, A(G i ),...}:
[0074] In generating the network set U G , for any generator network G with n nodes, its adjacency matrix A(G) is an n×n square matrix, where for each data in the square matrix, if node i is adjacent to node j, then there is A(G)(i,j)=1, otherwise, A(G)(i,j)=0; if the number of links in the generated network G is m, the number of 1s in the adjacency matrix A(G) is also is m, and the network density of the generated network
[0075] (3) Calculate and generate network set U G All networks in G i The degree distribution of the generated network set U G The...
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