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📅 May 17, 2026 👤 scraface

May 17, 2026

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So for a triple \( \{u,v,w} \) to have exactly two close pairs, it mus...
So for vertex \( v \), number of pairs \( (u,w) \) such that \( uv \in...
otin E \), and \( \{u,w\} \) is not in \( E \).
So we must count, for each \( v \), the number of unordered pairs \( \...
otin E \), where \( N(v) \) is the set of neighbors of \( v \) in \( E...
Letâs suppose the 3 edges are distributed. Letâs enumerate possibl...
Let \( G \) have 5 vertices and 3 edges.
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