MathJax


Monday, October 11, 2021

2021-062

Given two networks G1 and G2 generated by the Barabási-Albert model with \( N = 1000 \) and \( N = 100 \) nodes, respectively, find out which network likely has the smallest diameter. Also, give their expected diameters, rounded to two decimal places.

  1. G1 has the smallest diameter, 6.29, while G2 has diameter 6.64
  2. G2 has the smallest diameter, 3.02, while G1 has diameter 3.57
  3. G1 has the smallest diameter, 3.22, while G2 has diameter 5.44
  4. G2 has the smallest diameter, 5.31, while G1 has diameter 5.44
  5. None of the above

Original idea by: Victor Antonio Menuzzo

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