Solution-Resulting topological ordering

Resulting topological ordering

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Suppose we apply the topological sort algorithm to a directed graph that contains cycles. We define a bad edge as one going from a later vertex to an earlier vertex in a the resulting topological ordering. Give a counterexample to show that the topological sort does not produce a vertex ordering that minimizes the number of bad edges.

Reference no: EM133217716

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Resulting topological ordering : We define a bad edge as one going from a later vertex to an earlier vertex in a the resulting topological ordering.

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Resulting topological ordering

Reference no: EM133217716

Reference no: EM133217716

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