GetClustCfAll (SWIG) '''''''''''''''''''' .. function:: GetClustCfAll (Graph, DegToCCfV, SampleNodes=-1) :noindex: Computes the average clustering coefficient, as well as the number of open and closed triads in the graph, as defined in Watts and Strogatz, Collective dynamics of 'small-world' networks. Parameters: - *Graph*: graph (input) A Snap.py graph or a network - *DegToCCfV*: a vector of pairs of floats (output) The vector of pairs (degree, avg. clustering coefficient of nodes of that degree) - *SampleNodes*: int (input) If !=-1 then compute clustering coefficient only for a random sample of SampleNodes nodes Return value: - list: [float, int, int] The list contains three elements: the average clustering coefficient, the number of closed triads, and the number of open triads in the graph. For more info see: http://en.wikipedia.org/wiki/Watts_and_Strogatz_model The following example shows how to compute the in degree for nodes in :class:`TNGraph`, :class:`TUNGraph`, and :class:`TNEANet`:: import snap Graph = snap.GenRndGnm(snap.PNGraph, 100, 1000) DegToCCfV = snap.TFltPrV() result = snap.GetClustCfAll(Graph, DegToCCfV) for item in DegToCCfV: print("degree: %d, clustering coefficient: %f" % (item.GetVal1(), item.GetVal2())) print("average clustering coefficient", result[0]) print("closed triads", result[1]) print("open triads", result[2]) Graph = snap.GenRndGnm(snap.PUNGraph, 100, 1000) DegToCCfV = snap.TFltPrV() result = snap.GetClustCfAll(Graph, DegToCCfV) for item in DegToCCfV: print("degree: %d, clustering coefficient: %f" % (item.GetVal1(), item.GetVal2())) print("average clustering coefficient", result[0]) print("closed triads", result[1]) print("open triads", result[2]) Graph = snap.GenRndGnm(snap.PNEANet, 100, 1000) DegToCCfV = snap.TFltPrV() result = snap.GetClustCfAll(Graph, DegToCCfV) for item in DegToCCfV: print("degree: %d, clustering coefficient: %f" % (item.GetVal1(), item.GetVal2())) print("average clustering coefficient", result[0]) print("closed triads", result[1]) print("open triads", result[2])