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Give a linear-time algorithm to find an odd-length cycle in a directed graph. (Hint

Chapter 3, Problem 3.21

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QUESTION:

Give a linear-time algorithm to find an odd-length cycle in a directed graph. (Hint: First solvethis problem under the assumption that the graph is strongly connected.)

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QUESTION:

Give a linear-time algorithm to find an odd-length cycle in a directed graph. (Hint: First solvethis problem under the assumption that the graph is strongly connected.)

ANSWER:

Step 1 of 2

A digraph has an odd-length directed cycle if and only if one or more than one of its strong components is non-bipartite means use as an undirected graph.

 

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