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)

2025-288

A Flamengo fan living in Campinas made a promise that if their team reached the final of the 2025 Libertadores de America Cup, they would vi...

  • 2021-009
    Find the derivative of $$ f(t) = \frac{1}{t} − \frac{1}{2t^3} + \frac{1}{2t^5} $$. \( f'(t) = \dfrac{1}{t} − \dfrac{1}{2t^3} + \dfra...
  • 2021-028
     When a Bianconi-Barabási model reduces to a Barabási-Albert model? When the degree distribution is a normal distribution When the fitnes...
  • 2022-125
    Social networks display an assortative behavior. In the friendship network below, consider that John and Karen want to make new friends. ...