Quiz - MO412 - Henrique Campos

Consider an undirected network composed of several disconnected components, where each component is a clique (a complete graph in which every node is connected to every other node). Assume that the component sizes follow a normal distribution.

Observation: The question can be generalized by replacing each clique component with a subgraph exhibiting a high clustering coefficient.

a) The network is disassortative, since every edge connects two vertices with the same degree.

b) If we assign a direction to every edge in the network, then, regardless of the directions chosen, the resulting directed network will be assortative.

c) In this network, r<0r < 0.

d) If we take the complement of this network (that is, a network in which an edge exists if and only if it did not exist in the original network), the complement will be assortative, since every small component will become a set of unconnected hubs.

e) None of the above.

Original idea by Henrique Campos Padula.

Comentários

  1. Nice question, but we haven't explored much degree correlations in directed networks, so it may fall slightly outside the scope of the course.

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