MathJax


Tuesday, May 4, 2021

2021-027

Consider the figure below. It shows the snapshot of a network at time "t". A new node "U"‌ will enter the network at time "t+1", linking to one of the existing nodes in the network under the Barabasi-Albert (BA)‌ model. Determine which node in the network is most likely to get the link with the new node "U", and also calculate the corresponding probability.




  1. Node B with probability (1/3)
  2. Node B with probability (1/4)
  3. Node C with probability (1/3)
  4. Node E with probability (1/4)
  5. None of the above


Original idea by:‌ Soroor Salavati
at
Labels:

No comments:

Post a Comment

Subscribe to: Post Comments (Atom)

2023-228

A company launched a new gadget C to be produced globally for North American and South American markets. The company uses just-in-time as ...

  • 2022-174
    In the Non-linear preferential attachment, the preferential attachment probability becomes \( \Pi(k) \sim k^{\alpha} \). For a starting netw...
  • 2021-041
    Considering the following network and its partition in green and pink nodes: The modularity \( M \) of a partition can be computed using...
  • 2022-102
    Select the correct alternative based on the following statements: A very large network in the scale-free regime should have \( \langle k...