In a random network with 3000 nodes and an average degree <k> of 1.75, what is the most likely probability for a given node to have exactly 50 neighbors? a) Very high – Given the network's large size, it’s possible that many nodes are connected as a giant component. b) Moderate – Given the network's large size, having 50 neighbors is somewhat likely due to the sparse connectivity. c) Moderate – Given the average degree, having 50 neighbors is uncommon, but possible. d) Very low – Given the average degree, having 50 neighbors is extremely unlikely due to the sparse connectivity. e) None of the above. Original idea by: Karla Florentino
Postagens
Evaluate the following statements and assign (T) to the true statements and (F) to the false ones. Assume a Depth First Search ( DFS) algorithm was run, starting at A and the adjacency lists are in alphabetical order. I. During the execution of the algorithm, 3 trees were needed to visit all vertices. II. The vertex that goes from E to B is the only backword edge. III. There are a total of 5 tree edges and 4 cross edges. IV. The following order would be returned when applying a topological sort: B, C, E, A, D, F. The correct sequence is: a) T, T, F, F b) F, F, T, T c) T, T, F, T d) T, F, T, F e) None of the above. Original idea by: Karla Florentino