Could not understand the question. It says 'initial number of links at time 6084'. Does that refer to a node's degree? Why is it 'initial' given that the time is very advanced?
Which statement about robust networks is incorrect? The Molloy-Reed criterion , stating that a randomly wired network has a giant component if κ < 2. κ = ⟨ k 2 ⟩ k > 2 During an attack we aim to inflict maximum damage on a network. We can do this by removing first the highest degree node, followed by the next highest degree, and so on. Scale-free networks are robust to random failures, but not robust to attacks. The power-law distribution followed by blackouts, information cascades and earthquakes indicates that most cascading failures are relatively small. None of the above Original idea by: Caroline Nakazato
Considering the graph below and using the Kosaraju-Sharir algorithm, in alphabetical order, we can determine which of the following statements are correct:] A) 1 SCCs returned: BED B) 4 SCCs returned: A first, then BED, C, and F C) 4 SCCs returned: F first, then C, BED, and A D) The largest SCC contains 2 nodes E) None of the above. Original idea by: Caroline Nakazato
Could not understand the question. It says 'initial number of links at time 6084'. Does that refer to a node's degree? Why is it 'initial' given that the time is very advanced?
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