Closed sgk98 closed 6 years ago
Thanks for your comment @sgk98 ! Great to see that someone other than me is looking into this code in detail.
Actually, when the function is called with default parameter inputsamplesize = 1.0
, the sampling part is not executed in the for-loop that iterates over all nodes, but instead exact computation is done, e.g. the part from line 103 onwards at:
https://github.com/franktakes/teexgraph/blob/2dbe9dfd99859a6516304c98a665ca180a8061a3/src/CenGraph.cpp#L103
So, unless I am mistaken in some way, it does implement the exact algorithm as well as the sampling one. Does this answer your question?
Given no reply in some time, I will close this thread. Let me know should there still be any remaining issues.
The implementation for closeness centrality seems to rely on the paper which uses sampling to only gives an estimate of closeness centrality. While this works well in practice, this is not an exact algorithm(as is claimed in the wiki). Could you point me to the state of the art algorithm/paper(either sequential or parallel) which computes the exact values for closeness centrality? I could possibly try implementing it and adding it to this library.
Thanks