Material related to the LTCC module "Graph algorithms and models". Please see http://www.maths.qmul.ac.uk/~vnicosia/LTCC2018
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Boccaletti2006_physrep.pdf | 7 years ago | |
Bonacich1987-Centrality.pdf | 7 years ago | |
Nicosia2012.pdf | 7 years ago | |
README.md | 7 years ago |
README.md
Reading material for Week 2 (26/02/2018)
The lecture in Week 2 will be focused on the computation of the connected components of a graph, of pairwise node distances, and of various node centrality scores.
Please make sure to have read the references indicated below:
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Degree and Degree correlations
- S. Boccaletti et al. "Complex Networks: Structure and dynamics", Phys. Rep. 424 (2006) 175-308 Only section 2.1.1 "Node degree, degree distributions and correlations" paper here
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Definition of connected components associated to nodes and graphs
- V. Nicosia et al. "Connected components in time-varying graphs", Chaos, vol 22, 2, 023101 doi:10.1063/1.3697996 (2012) Only section "II Components in Static graphs" paper here
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Paths, shortest paths, node distances, and betweenness
- S. Boccaletti et al. "Complex Networks: Structure and dynamics", Phys. Rep. 424 (2006) 175-308 Only section 2.1.2 "Shortest path lengths, diameter and betweenness" paper here
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Eigenvector centrality and PageRank
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P. Bonacich, "Power and Centrality: A Family of Measures", Am. J. Sociol. 92(5), (1987), 1170-1192, Pages 1172-1176 paper here
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The PageRank Algorithm Wikipedia page
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