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Centrality Social and Technological Networks Rik Sarkar University of Edinburgh, 2017. Centrality How central is a node in a network? A noHon of importance of the node E.g. degree, pagerank, beweenness.. Degree centrality


  1. Centrality Social and Technological Networks Rik Sarkar University of Edinburgh, 2017.

  2. Centrality • How ‘central’ is a node in a network? – A noHon of importance of the node • E.g. degree, pagerank, beweenness..

  3. • Degree centrality – Degree of a vertex • Closeness centrality – Average distance to all other nodes • Decreases with centrality • Inverse is an increasing measure of centrality C x = 1 n P d ( x, y ) = ` x

  4. • Betweenness centrality – The number of shortest paths passing through a node • (see slides from strong and weak Hes) • Pagerank – See slides on web graphs and ranking pages – Pagerank is a type of Eigenvector centrality – Another eigen centrality is Katz centrality, which we will not discuss

  5. k-core of a graph G • A maximal connected subgraph where each vertex has a degree at least k – Inside that subgraph. • Obtained by repeatedly deleHng verHces of degree less than k

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