Random Walks on Graphs. Lecture 18. Monojit Choudhury firstname.lastname@example.org. What is a Random Walk. Given a graph and a starting point (node), we select a neighbor of it at random, and move to this neighbor; T hen we select a neighbor of this node and move to it, and so on;
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P*(v) = d(v)/2m
M’ = (1-w)M + wE
h(1) = a(5) + a(6) + a(7)
a(1) = h(2) + h(3) + h(4)
w Є pa[v]
w Є ch[v]
Can you prove that it will converge?
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Authority and hubness weights
Modeling the Internet and the Web
Pierre Baldi, Paolo Frasconi, Padhraic Smyth
Hub Matrix: =
Authority Matrix: =