Gustavo Bergantiños Cid , Leticia Lorenzo Picado
, Silvia Lorenzo Freire
In this paper we define a new family of rules in minimum cost spanning tree problems related with Kruskal�s algorithm. We characterize this family with a cost monotonicity property and a cost additivity property. Adding the property of core selection (or separability) to the previous characterization, we obtain the family of obligation rules defined in Tijs et al (2006).
Keywords: minimum cost spanning tree problems, cost monotonicity, cost additivity.
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