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# In this problem we '11 explore one f the applications of eigenvalues and eigenvectors google PageR- ank algorithm: Consider set of webpages hyperlinked by th...

## Question

###### In this problem we '11 explore one f the applications of eigenvalues and eigenvectors google PageR- ank algorithm: Consider set of webpages hyperlinked by the given directed graphs in each diagrams(a)(6)For each diagram:Determine the corresponding transition mnatrix AsDetermine the google matrix G_ Does either graph have dangling node? If so which one(s)? Does either graph have disconnected node? If s0 which one(s)?Compute the PageRank of cach page in the set (Recall that the PageRank vec

In this problem we '11 explore one f the applications of eigenvalues and eigenvectors google PageR- ank algorithm: Consider set of webpages hyperlinked by the given directed graphs in each diagrams (a) (6) For each diagram: Determine the corresponding transition mnatrix As Determine the google matrix G_ Does either graph have dangling node? If so which one(s)? Does either graph have disconnected node? If s0 which one(s)? Compute the PageRank of cach page in the set (Recall that the PageRank vector for a web graph with transition matrix A. and damping factor p, is the unique probabilistic eigenvector of the matrix G, corresponding to the eigenvalue 1.)

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