Plotting attributes of vertices in WattsStrogatzGraphDistribution[n, p, k]

I have a graph WS = RandomGraph[WattsStrogatzGraphDistribution[n, p, k]]. I need to plot several characteristics of each v: the clustering coefficient, number of triples at v, eccentricity, vertex centrality, closeness, and betweenness. I'm relatively inexperienced with Mathematica and quite lost on how to achieve this. I don't expect the exact lines of the solution, I'd just like some pointers on how to approach this. First of all, how do I get a set of all the vertices of WS? Then, how do I get the values of the different measures for each v in WS?

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Clustering coefficient. Eccentricity? Vertex centrality? (Or see See Also section) Closeness. Betweenness. –  Öskå May 10 '14 at 17:00

Using the built-in functions mentioned in @Oska's comment:

ws = RandomGraph[WattsStrogatzGraphDistribution[6, 0.1, 2]];
centralities = {LocalClusteringCoefficient,  EccentricityCentrality,
VertexDegree, ClosenessCentrality, BetweennessCentrality};
Through[centralities[ws]] // Style[TableForm[Round[#, .001],
TableHeadings -> {centralities, VertexList[ws]}], FontFamily -> "Calibri", 24] &


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Interesting choice of font. –  m_goldberg May 10 '14 at 18:50
@m_goldberg, Office 2010 default font family:) –  kglr May 10 '14 at 18:58