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The Folk Rule for Minimum Cost Spanning Tree Problems with Multiple Sources

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Issue Date
2022-03
Publisher
World Scientific Publishing Co
Citation
International Game Theory Review, Vol.24 No.01, p. 2150007
Abstract
In this paper, we introduce minimum cost spanning tree problems with multiple sources. This new setting is an extension of the classical model where there is a single source. We extend several definitions of the folk rule, the most prominent rule in the classical model, to this new context: first as the Shapley value of the irreducible game; second as an obligation rule; third as a partition rule and finally through a cone-wise decomposition. We prove that all the definitions provide the same cost allocation and present two axiomatic characterizations.
ISSN
0219-1989
URI
https://hdl.handle.net/10371/183978
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Appears in Collections:
College of Social Sciences (사회과학대학)Dept. of Economics (경제학부)Journal Papers (저널논문_경제학부)
College of Social Sciences (사회과학대학)Dept. of Economics (경제학부)Journal Papers (저널논문_경제학부)
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