2016
DOI: 10.3390/su9010001
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Assessing Collective Measures in Rural Policy: The Effect of Minimum Participation Rules on the Distribution of Benefits from Irrigation Infrastructure

Abstract: Despite the increasing interest from both policy makers and scholars in the collective management of natural resources in the rural sector, the literature has not covered many aspects of the incentives targeting collective actors. In this article, we analyze how embedding minimum participation rules in rural policies affect the distribution of benefits of a group of players that cooperate. The article applies the Shapley Value and the Nash-Harsanyi solution, two of the key solutions of cooperative game theory,… Show more

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Cited by 8 publications
(2 citation statements)
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“…One is to use the Shapley value method to adjust the benefit distribution according to the marginal contributions of the participants, and the other is to find the Nash-Harsanyi solution based on the objective function and constraints, which is an optimal strategy for either party. Zavalloni et al propose that the Nash-Harsanyi solution is more beneficial to small players than the Shapley value method [34]. Reservoir resettlement involves many individuals, and its goal is to produce more RDP benefits.…”
Section: Game-theoretic Analysismentioning
confidence: 99%
“…One is to use the Shapley value method to adjust the benefit distribution according to the marginal contributions of the participants, and the other is to find the Nash-Harsanyi solution based on the objective function and constraints, which is an optimal strategy for either party. Zavalloni et al propose that the Nash-Harsanyi solution is more beneficial to small players than the Shapley value method [34]. Reservoir resettlement involves many individuals, and its goal is to produce more RDP benefits.…”
Section: Game-theoretic Analysismentioning
confidence: 99%
“…The probability of the occurrence of LSM can be improved by incorporating side payments in the farms of the coalition (Wätzold and Drechsler, 2014). The payments, at a minimum, can be based on the compensation for losses that occur as the farms move from the Nash-FSM to LSM, but alternative strategies can use payments based on either the marginal contribution of the farms to the grand coalition or on the Shapley value (McGinty et al, 2012;Zavalloni et al, 2016). Third, the consideration of heterogeneous farms makes the issue of inequity in cooperation even more important.…”
Section: Heterogeneous Farms and The Emergence Of Coordinationmentioning
confidence: 99%