Question: Theorem 1. Let S be a node set containing the query node q, and u be the node with the smallest proximity (shortest path distance)

Theorem 1. Let S be a node set containing the query

Theorem 1. Let S be a node set containing the query node q, and u be the node with the smallest proximity (shortest path distance) in . If a proximity has no local minimum, we have that (u, q)

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