Jhessica - MO412

Consider networks generated by the following models: Barabási-Albert model Erdős-Rényi model With regard to the degree correlation in these models, the generated networks are considered, respectively: A. Disassortative and Disassortative B. Disassortative and Neutral C. Neutral and Disassortative D. Neutral and Neutral E. None of the above Original idea by: Jhessica Silva

Consider a network generated using the Barabasi-Albert model, whose sequence of node addition is A,B,C,D,E. Consider m=2 and that new nodes always connect to nodes with higher degrees. Which of the alternatives below represents a valid generated network? A.  B. C. D. E. None of the above Original idea by: Jhessica Silva

Consider the following networks: Network I   → γ = 3.01; 〈k〉 finite; 〈k2〉 finite Network II  → γ = 3.00; 〈k〉 finite; 〈k2〉 diverges Network III → γ = 2.00; 〈k〉 diverges; 〈k2〉 diverges Network IV → γ = 2.01; 〈k〉 finite; 〈k2〉 diverges Which of them are in the scale-free regime?  A. I and II B. II and IV C. III and IV D. I and III E. None of the above Original idea by: Jhessica Silva

Consider the following Cayley Trees, a symmetric tree whose internal nodes have the same number of links. I)      II)     III) IV) Which of them have an average degree equal to 4? A. I and II B. II and III C. III and IV D. I and IV E. None of the above Original idea by: Jhessica Silva

Consider the adjacency matrices A and B below, where A represents an undirected network and B represents a directed network.  Choose the alternative whose networks are the result of the matrices A and B, respectively. A.     B.  C.  D.    E. None of the above Original idea by: Jhessica Silva