The Widest Path Problem is a problem in graph theory that involves finding a path between two vertices in a weighted graph such that the minimum weight (or capacity) of the edges along the path is maximized. In other words, instead of minimizing the cost or distance as in traditional shortest path problems, the goal is to maximize the "widest" or largest bottleneck along the path between two nodes.

Articles by others on the same topic (0)

There are currently no matching articles.