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    • Graph Statistics
  • Additional Resources
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  • Home
  • Network Models
    • Random Geometric
    • Affinity Model
    • Constant Probability
    • Modular
    • Proportional Probability
    • Oscillating Probability
  • Computations
    • Filtrations
    • Persistent Homology
    • Graph Statistics
  • Additional Resources
  • License
   

Oscillating Probability

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 The oscillating probability model creates a binary graph via a node addition process. At the addition of node n, all edges between node n and nodes 1,..., n-1 are added with probability p = alpha*|sin(k*pi*n/nNodes)|, where nNodes is the total number of nodes in the final graph, alpha is a scaling factor, and k is the number of periods.

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Local Graph
​Measures
Mesoscale Topological
​Features
Global Network
​Properties

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Local Graph Measures

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​Mesoscale Topological Properties

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​Global Network Properties​

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