Discrete Structures20765 marksEuler and Hamiltonian Path and Circuits
Define Euler path and Hamilton path. Give examples of both Euler and Hamilton path.
Define Euler path and Hamilton path. Give examples of both Euler and Hamilton path. [5]
Definition: An Euler path (also called an Eulerian trail) is a path in a graph that traverses every edge exactly once. The initial and terminal vertices of the path need not be the same. If the initial and terminal vertices are the same, it is called an Euler circuit. Condition for Euler Path: A ...