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Given the following graph in Figure B2, calculate the amount of the betweenness flow value for each edge regarding the node A. Please provide

Given the following graph in Figure B2, calculate the amount of the betweenness flow value for each edge Given the following graph in Figure B3.1, provide a BFS order starting at node A. < E F B A D Figure B3.1 H G Given the following graph in Figure B3.2, provide a DFS order starting at node A. < H D G B A E Figure B3.24 Assume a threshold contagion model for the spread of information in a network. In this network, a node adopts Given a graph in Figure C2. Suppose a=2 and b=1 in the threshold contagion model, nodes 5 and 7 form the set

Given the following graph in Figure B2, calculate the amount of the betweenness flow value for each edge regarding the node A. Please provide computing details. < A H B F D Figure B2 < G C E Given the following graph in Figure B3.1, provide a BFS order starting at node A. < E F B A D Figure B3.1 H G Given the following graph in Figure B3.2, provide a DFS order starting at node A. < H D G B A E Figure B3.24 TI F Assume a threshold contagion model for the spread of information in a network. In this network, a node adopts the information if at least two of its neighbours have already adopted it. Given a network in Figure C1, assume that nodes 1 and 2 initially have the information. Show the spread process of information through the network and determine which nodes will adopt the information. < 1 2 4 oo 3 Figure C14 6 5 Given a graph in Figure C2. Suppose a=2 and b=1 in the threshold contagion model, nodes 5 and 7 form the set of initial adopters of behaviour A, while all the remaining nodes adopt the behaviour B. < (1) (4 points) Please report the nodes which eventually adopt the behaviour A based on the threshold contagion model. < (2) (4 points) Let a=3 and b=2, what is the minimal size of the set of initial adopters of behaviour A in such a way that all nodes eventually adopt behaviour A? Give your answer and show an example. 6 4 3 10 7 11 LO 5 8 Figure C2 < 12 9 2 1

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