Hamiltonian path

A Hamiltonian path is a route through a network (or graph) that visits each point exactly once, without retracing steps. Imagine a map where cities are connected by roads; finding such a path means traveling through all cities without repeating any location. This concept helps in optimizing routes, scheduling, and solving problems where visiting every location once is essential. The key is ensuring every node is visited exactly once, making the path efficient and comprehensive within the network's structure.