A cost allocation rule for k-hop minimum cost spanning tree problems
In this paper we consider k-hop minimum cost spanning tree problems where each node needs to be connected to the source through a path involving at most k links. We prove that the core of a k-hop minimum cost spanning tree problem could be empty. We also introduce and characterize a cost sharing rule based on bankruptcy problems which satisfies meaningful properties in this setting.
Palabras clave: k-hop minimum cost spanning tree problems bankruptcy problems cea
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