We consider variants of the max-flow min-cut problems in the plane, motivated by models of damage, where certain sets of edges of the graph can be simultaneously removed, rather than one edge at a ...

Rasmus Kyng has written the near-perfect algorithm. It computes the maximum transport flow at minimum cost for any kind of network – be it rail, road or electricity – at a speed that is, ...

Algorithm promises to greatly streamline solutions to the 'max flow' problem.

Given all bij, there is a maximum flow from Ni to Nj using all arcs. Under the assumption that bij=bji, the present paper generalizes the max-flow min-cut theorem of Ford and Fulkerson to the problem ...

With Kin's algorithm, all important network flow problems, including maximum flow and minimum cost problems, can now be treated as special cases of the minimum cost flow problem.