Give an algorithm for determining if a graph is two-colorable. if it is possible to color every vertex red or blue so th
Posted: Fri Jun 10, 2022 11:58 am
Give an algorithm for determining if a
graph is two-colorable. if it is possible to color every vertex red
or blue so that no two vertices of the same color have an edge
between them. Your algorithm should run in time O(V + E), where V
is the number of vertices and E is the number of edges in the
graph. You should assume that the graph is undirected and that the
input is presented in adjacency-list form.
graph is two-colorable. if it is possible to color every vertex red
or blue so that no two vertices of the same color have an edge
between them. Your algorithm should run in time O(V + E), where V
is the number of vertices and E is the number of edges in the
graph. You should assume that the graph is undirected and that the
input is presented in adjacency-list form.