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The document discusses Hamiltonian graphs, which are graphs that contain a Hamiltonian circuit or path. A Hamiltonian circuit visits each vertex in the graph exactly once and forms a cycle. The document provides an example of a graph that is Hamiltonian but not Eulerian, and vice versa. It notes that while it is clear only connected graphs can be Hamiltonian, there is no simple criterion to determine if a graph is Hamiltonian like there is for Eulerian graphs. It presents Dirac's sufficient condition for a graph to be Hamiltonian.Mary cassatt
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