Euler tour vs. Hamiltonian cycle Euler tour An Euler tour of a connected, directed graph G=(, E) s a cycle that traverses each edge of g exactly once Hamiltonian cycle An Hamiltonian cycle of a directed graph G=(V, E)is a simple cycle that contains each vertex in v
Eul ll er tour vs. Hami ltonian cyc l e E l u ler tour An Euler tour of a connected, directed graph G = ( V, E ) i lh s a cyc le t hat traverses each d e dge o f G exact ly once. Hamiltonian cycle Hamiltonian cycle An Hamiltonian cycle of a directed graph G = ( V, E ) is a simple cycle that contains a simple cycle that contains each vertex each vertex in V
Euler tour
Euler tour b a b c a c d d e f g
Traveling salesman problem
T l l bl Trave ling sa lesman problem