
AbstractThis paper presents an algorithm for finding maximal sized sets of flows in a certain class of multicommodity flow networks. The class consists of networks with integer capacity edges and with each node being a source or sink for all but at most one commodity. This new procedure lifts a restriction in a previous algorithm that required flow in edges joining source and sink of the same commodity.
Deterministic network models in operations research, Programming involving graphs or networks
Deterministic network models in operations research, Programming involving graphs or networks
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