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The answer to Randomly Eulerian Graphs

Let G be a graph that is randomly eulerian from a vertex v. Show that if deg u = Delta(G)"max degree in G", then G is randomly eulerian from u.

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Proof that if graph G is randomly Eulerian from vertex V and there is another vertex U such that deg(U) = Δ(G), then G is ...

Solution Summary

Randomly Eulerian Graphs are investigated. The solution is detailed and well presented.

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