Chapter 10: Q19E (page 717)
What are some applications where it is necessary to find the length of a longest simple path between two vertices in a weighted graph?
Short Answer
Circuit checking process, sightseeing tour.
Chapter 10: Q19E (page 717)
What are some applications where it is necessary to find the length of a longest simple path between two vertices in a weighted graph?
Circuit checking process, sightseeing tour.
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Get started for freeWhat is \({X_4}\left( G \right)\) if G is a bipartite graph and k is a positive integer?
What can be said about the chromatic number of a graph that has \({K_n}\)as a subgraph?
a) Show that the puzzle can be reduced to determining whether there is a Hamilton circuit in the graph in which each knight is represented by a vertex and two knights are connected in the graph if they are friends.
b) Answer the question posed in the puzzle. (Hint: Use Diracโs theorem.)
Devise an algorithm for finding the shortest path between two vertices in a simple connected weighted graph that passes through a specified third vertex.
Find the chromatic number of the given graph.
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