Eulerian Path
An Eulerian path is a walk through a graph that visits every edge exactly once, and an Eulerian circuit is an Eulerian path that additionally starts and ends at the same vertex.
6 resources across 2 libraries
Glossary Terms(4)
Articulation Points
An articulation point (or cut vertex) is a vertex in an undirected graph whose removal increases the number of connected components, meaning the vertex is crit…
Bridges in Graph
A bridge (or cut edge) is an edge in an undirected graph whose removal increases the number of connected components, meaning the edge is the only connection be…
Eulerian Path
An Eulerian path is a walk through a graph that visits every edge exactly once, and an Eulerian circuit is an Eulerian path that additionally starts and ends a…
Hamiltonian Path
A Hamiltonian path is a path through a graph that visits every vertex exactly once, and a Hamiltonian cycle is a Hamiltonian path that additionally returns to…
Interview Questions(2)
What is the Hamiltonian Path Problem?
A Hamiltonian path is a path through a graph that visits every vertex exactly once, and finding one (or deciding one exists) is NP-complete in general, solved…
What is an Eulerian Path and Eulerian Circuit?
An Eulerian path is a walk through a graph that uses every edge exactly once, and an Eulerian circuit is an Eulerian path that starts and ends at the same vert…