Can Hamiltonian Cycles Repeat Edgges? Hamiltonian cycles visit every vertex in the graph exactly once (similar to the travelling salesman problem). As a result, neither edges nor vertices can be repeated. Does a Hamiltonian circuit use every edge? One Hamiltonian circuit is shown on the graph below. There are several other Hamiltonian circuits possible on
Can Cycle Repeat Edge? Cycle is a closed path. These can not have repeat anything (neither edges nor vertices). Can edges be repeated in a walk? Both vertices and edges can repeat in a walk whether it is an open walk or a closed walk. Can cycles have repeated vertices? Cycle : Vertices cannot repeat.
Can Repeat Edges In A Cycle? Cycle is a closed path. These can not have repeat anything (neither edges nor vertices). Note that for closed sequences start and end vertices are the only ones that can repeat. Can a loop be a cycle? A loop is commonly defined as an edge (or directed edge in