Question: Q2. Given a graph G and its adjacent matrix Mc: 20 5 3 4 6 C Mc . C (a) What does each element of

Q2. Given a graph G and its adjacent matrix Mc: 20 5 3 4 6 C Mc . C (a) What does each element of Mc mean? For instance, look at row 1 column 3, there is a value 1. explain its meaning. (b) Let Me = Mc X Mc. what is the physical meaning of each element of Ma? (c) Once you have the adjacenty matrix Mc you can then produce the transition matrix To. Each element by in To will be equal to -. Here what is the physical meaning of each element of the transition matrix To? (d) Why in MCL algorithm, the element of the transition matrix T'@ need to be adjusted using parameters p and r? (e) After running MCL algorithm for clustering, which nodes belong to one cluster

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