Question: Consider a directed graph G = ( V , E ) with nonnegative edge lengths and a starting vertex s . Define the bottleneck of

Consider a directed graph G =(V, E) with nonnegative edge lengths and a starting vertex s.
Define the bottleneck of a path to be the maximum length of one of its edges (as opposed to
the sum of the lengths of its edges). Show how to modify Dijkstras algorithm to compute, for
each vertex v in V, the smallest bottleneck of any s v path.

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