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ISSN 1944-9488
General
Vol. 11, Issue 6, 2015November 01, 2015 EDT

Why Do Simple Algorithms for Triangle Enumeration Work in the Real World?

Alyson G. Wilson, C. Seshadhri, Jonathan W. Berry, Luke A. Fostvedt, Daniel J. Nordman, Cynthia A. Phillips,
math
https://doi.org/10.1080/15427951.2015.1037030

Articles in Vol. 11, Issue 6, 2015

Vol. 11, Issue 6, 2015
  • The Degree Distribution and the Number of Edges Between Nodes of given Degrees in Directed Scale-Free Graphs
    Evgeniy A. Grechnikov
  • Network Topology Vulnerability/Cost Trade-Off: Model, Application, and Computational Complexity
    Aron LaszkaAssane Gueye
  • A New Random Graph Model with Self-Optimizing Nodes: Connectivity and Diameter
    Richard J. LaMaya Kabkab
  • Why Do Simple Algorithms for Triangle Enumeration Work in the Real World?
    Alyson G. WilsonC. SeshadhriJonathan W. BerryLuke A. FostvedtDaniel J. NordmanCynthia A. Phillips
  • The Analysis of Kademlia for Random IDs
    Luc DevroyeXing Shi Cai
Internet Mathematics
Wilson, Alyson G., C. Seshadhri, Jonathan W. Berry, Luke A. Fostvedt, Daniel J. Nordman, and Cynthia A. Phillips. 2015. “Why Do Simple Algorithms for Triangle Enumeration Work in the Real World?” Internet Mathematics 11 (6). https://doi.org/10.1080/15427951.2015.1037030.
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