Question: If the web graph has n vertices, what is the minimum possible pagerank that any vertex can have, as a function of n? Describe what

If the web graph has n vertices, what is the minimum possible pagerank that any vertex can have, as a function of n? Describe what needs to be true of a vertex to cause it to have this minimum value.

If the web graph has n vertices, what is the minimum possible

1 pagerank(y) pagerank(x) = 0.05 + 0.95 # vertices # edges out of y edge y + x

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