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Understanding networks

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Resources

Example graphs

Les Miserables
Facebook
Email network
Senate US
A radial tree
Categories
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Les Miserables

1 file(s) 26.42 KB
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Facebook

1 file(s) 370.40 KB
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Email network

1 file(s) 88.95 KB
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Senate US

1 file(s) 393.91 KB
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A radial tree

1 file(s) 7.15 KB
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Categories

1 file(s) 8.53 KB
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References and utilities

References

  • Tomita, E.; and Kameda, T. (2007) An efficient branch-and-bound algorithm for finding a maximum clique with computational experiments. J Glob Optim, 37, 95–111. DOI 10.1007/s10898-006-9039-7
  • Roughgarden, T. Algorithms Illuminated (Part 2): Graph Algorithms and Data Structures. Soundlikeyourself Publishing, LLC (2018) ISBN: 978-0999282922
  • Srivastava, A., Pillai, A., Gupta, D.J. (2018) Maximum Clique Finder: MCF. ITEE Journal, 7(3), 28-33.
  • Mitina, A. Applied Combinatorics: with Graph Theory. (2019) ISBN: 978-1709599644
  • Huang, G., Li, Y., Tan, X., Tan, Y., Lu, X. (2020) PLANET: A radial layout algorithm for network visualization. Physica A 539, 122948. DOI 10.1016/j.physa.2019.122948
  • Menczer, F., Fortunato, S. and Davis, C.A. A First Course in Network Science. Cambridge University Press (2020) ISBN: 1108471137
  • Random walks
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Random Walks: Basic Concepts and Applications

1 file(s) 707.56 KB
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Random Walks on Graphs

1 file(s) 2.52 MB
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  • Barycenter layout
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Matrix Reordering Methods for Table and Network Visualization

1 file(s) 2.34 MB
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The Barycenter Heuristic and the Reorderable Matrix

1 file(s) 208.39 KB
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Simple Algorithms for Network Visualization: A Tutorial

1 file(s) 2.65 MB
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Utilities

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Data formats for import: example spreadsheets

1 file(s) 68.71 KB
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Road map of Romania.xlsx

1 file(s) 8.06 KB
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A Mathematica notebook to create data for a random graph

1 file(s) 18.39 KB
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