Authors: Manfred Kerber Colin Rowat
Publish Date: 2010/07/04
Volume: 40, Issue: 3, Pages: 461-466
Abstract
Jordan J Econ Theory 131126–44 2006 defined ‘pillage games’ a class of cooperative games whose dominance operator is represented by a ‘power function’ satisfying coalitional and resource monotonicity axioms In this environment he proved that stable sets must be finite We provide a graph theoretical interpretation of the problem which tightens the finite bound to a Ramsey number We also prove that the Jordan pillage axioms are independent
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