What is a nontrivial connected digraph
Discussion:
Q: Prove that a nontrivial connected digraph D is Eulerian if and only if E(D) can be partitioned into subsets E_i , 1<=i<=k, where [E_i] is a cycle for each i.
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A group of students agreed to rent a house for $1200 per month. They found one more person to share the house.
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Prove that a nontrivial connected digraph D is Eulerian if and only if E(D) can be partitioned into subsets E_i , 1<=i<=k, where [E_i] is a cycle for each i.
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