- On-line property. The number of nodes and edges can change with times;
- Power law degree distribution property;
- Small world property: diameter is much smaller than the order of the graph;
- Many dense bipartite subgraphs. The number of distinct bipartite cliques is large when compared to a random graph.
Here you have the RMAT C++ code implemented with Eigen template library. As an example, I report the timings taken on my VMware virtual machine (guest: Linux Ubuntu with 1GB memory, host: Windows Vista Professional, core duo, 4Gb)
- 2^16 nodes, 8*2^16 edges; real 0m6.453s
- 2^18 nodes, 8*2^18 edges; real 0m53.253s
- 2^20 nodes, 8*2^20 edges; real 2m17.383s
- 2^21 nodes, 8*2^21 edges; real 7m26.611s
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ReplyDeleteI could not find the code in the zip file. Can you re-upload this?
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