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View all- Barenboim LOren G(2022)Distributed backup placementDistributed Computing10.1007/s00446-022-00423-z35:5(455-473)Online publication date: 1-Oct-2022
A semi-matching on a bipartite graph G = (U ∪ V, E) is a set of edges X ⊆ E such that each vertex in U is incident to exactly one edge in X. The sum of the weights of the vertices from U that are assigned (semi-matched) to some vertex v ∈ V is referred ...
We consider the problem of fairly matching the left-hand vertices of a bipartite graph to the right-hand vertices. We refer to this problem as the optimal semi-matching problem; it is a relaxation of the known bipartite matching problem. We present a ...
A semi-matching on a bipartite graph G=(U ∪ V, E) is a set of edges X⊆E such that each vertex in U is incident to exactly one edge in X. The sum of the weights of the vertices from U that are assigned (semi-matched) to some vertex v ∈ V is referred to ...
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