Using Structure Indices for Efficient Approximation of Network Properties
This paper was harvested from CiteSeer
Statistics on networks have become vital to the study of relational data drawn from areas including bibliometrics, fraud detection, bioinformatics, and the Internet. Calculating many of the most important measures—such as betweenness centrality, closeness centrality, and graph diameter—requires identifying short paths in these networks. However, finding these short paths can be intractable for even moderate-size networks. We introduce the concept of a network structure index (NSI), a composition of (1) a set of annotations on every node in the network and (2) a function that uses the annotations to estimate graph distance between pairs of nodes. We present several varieties of NSIs, examine their time and space complexity, and analyze their performance on synthetic and real data sets. We show that creating an NSI for a given network enables extremely efficient and accurate estimation of a wide variety of network statistics on that network.
Matthew J. Rattigan, Marc Maier, and David Jensen. "Using Structure Indices for Efficient Approximation of Network Properties" 2006
Available at: http://works.bepress.com/david_jensen/1