For any $k \ge 3$ construct a non hamiltonian, connected, $k$-homogeneous and two sided graph.
I tried to use induction, but couldn't construct for $k=3$ or $4$.
Any hints or advices appreciated
For any $k \ge 3$ construct a non hamiltonian, connected, $k$-homogeneous and two sided graph.
I tried to use induction, but couldn't construct for $k=3$ or $4$.
Any hints or advices appreciated
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