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The incentive core in co-investment problems
Izquierdo Aznar, Josep Maria; Rafels, Carles
Universitat de Barcelona
We study resource-monotonicity properties of core allocations in coinvestment problems: those where a set of agents pool their endowments of a certain resource or input in order to obtain a joint surplus or output that must be allocated among the agents. We analyze whether agents have incentives to raise their initial contribution (resource-monotonicity). We focus not only on looking for potential incentives to agents who raise their contributions, but also in not harming the payoffs to the rest of agents (strong monotonicity property). A necessary and suficient condition to fulfill this property is stated and proved. We also provide a subclass of coinvestment problems for which any core allocation satisfies the aforementioned strong resource-monotonicity property. Moreover, we introduce the subset of core allocations satisfying this condition, namely the incentive core.
-Teoria de jocs
-Assignació de recursos
-Models matemàtics
-Estudis de viabilitat
-Game theory
-Ressource allocation
-Mathematical models
-Feasibility studies
cc-by-nc-nd, (c) Izquierdo Aznar et al., 2017
http://creativecommons.org/licenses/by-nc-nd/3.0/
Documento de trabajo
Universitat de Barcelona. Facultat d'Economia i Empresa
         

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